FastBridge Assessment Success: Sample Questions and Study Tips [2025]

Is your child taking FastBridge assessments? This page provides resources to help them succeed, including sample questions and study tips. Specifically for 2nd and 3rd grade, we've included practice questions aligned with the assessment.

Find out about our Fastbridge 2nd Grade Test Prep Pack  and our Fastbridge 3rd Grade test Prep Pack

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What are the FastBridge Assessments?

The FastBridge Assessments are a suite of tools designed to help educators monitor student progress in reading, math, and social-emotional behavior (SEB) from Kindergarten through Grade 12. Because FastBridge uses Computer-Adaptive Testing (CAT), the questions vary in difficulty. These sample questions provide a similar mix of easier and harder questions.


Fastbridge Reading Assessment

The FastBridge Reading assessment is called aReading - The test is utilized to monitor students' reading achievements.

Questions for grades K-5 focus on targeting skills related to Concepts of Print, Phonological Awareness, Phonics, Vocabulary, and Comprehension.

Questions for grades 6-12 also test the skills above and are designed to target skills related to Orthography, Morphology.

The Reading test consists of 30-60 questions and has no time constraint, although it typically takes about 30-45 minutes to complete.

FastBridge Reading Assessment Sample Questions

Here are sample questions to assess Fastbridge aReading skills for 2nd and 3rd grade students. These questions focus on foundational skills including phonics and word analysis for decoding, letter-sound correspondence, vowel sound identification, and decoding words with vowel teams, prefixes, and suffixes.

Question 1: FastBridge Reading 2nd Grade

Which word starts with the sound of the letters s and h together (sh)?

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View Explanation

The correct answer is (B).

Let's look at our three pictures together: we have a chair, a sheep, and a witch. We're searching for a word that begins with the special sound that 's' and 'h' make when they work together - 'sh'. When these two letters team up, they make a quiet sound, like when we're asking someone to be quiet - "shhhhh!"

The correct answer is B - sheep! Isn't it wonderful how 'sh' in sheep sounds just like the peaceful sound a gentle breeze makes through the trees? The word 'sheep' begins with that soft 'sh' sound, while 'chair' begins with 'ch' and 'witch' ends with 'ch' but doesn't begin with our target 'sh' sound.

Remember, in English, letters are like good friends - sometimes when they come together, they create entirely new sounds! Just like 's' and 'h' work together to make the 'sh' sound in sheep, there are many other letter combinations that make special sounds too.

Isn't it amazing how letters can work together just like we do in our classroom? Keep practicing these sounds, my dears, and soon you'll be reading even more challenging words with confidence!

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Question 2: FastBridge Reading 2nd Grade

How many syllables does the word umbrella have?

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The correct answer is (A).

Let's solve this together by clapping out the word "umbrella." When I say it slowly, I can feel three distinct beats: clap "um" clap "bre" clap "lla"

The correct answer is 3 syllables! Here's a fun way to remember it - imagine opening your umbrella in three gentle movements:

  1. "um" (starting to open)
  2. "bre" (opening wider)
  3. "lla" (fully open!)

Isn't it fascinating how we can break words into smaller parts? This helps us become better readers and spellers. Each syllable is like a tiny musical note in the word's melody. Just like how raindrops fall from an umbrella in a steady pattern, syllables give our words their special rhythm.

Would you like to practice finding syllables in other words? We could make it into a delightful clapping game! Remember, every time your chin drops when saying a word, that's a syllable!

Question 3: FastBridge Reading 2nd Grade

Which of the following words has a silent letter    

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View Explanation

The correct answer is C 

Let's look at each word carefully:

  • "Button" - When we say this word, we pronounce it more like "but-n," don't we?
  • "Scissors" - Aha! Here's our answer! The 'c' at the beginning is completely silent. We say it as
  • "sizzors," but look at how it's spelled - that 'c' is there, quietly hiding!
  • "Friendly" - All the letters in this word make their sounds when we say it.

The correct answer is "scissors"! Isn't it interesting how that 'c' is like a shy student in our classroom - present but very quiet? Silent letters are like that - they're important parts of our written words, even though we can't hear them when we speak.

This is one of the special things about English that makes it such an adventure to learn. Just like we sometimes need to be quiet in the library, some letters choose to be quiet in our words!

 

The following Fastbridge Reading Assessment questions test your overall writing mechanics and your ability to produce clear and grammatically correct written work.

Question 4: FastBridge Reading 2nd Grade

Which is a complete sentence?

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The correct answer is (C).

Why the others are incorrect:

A. The fluffy cat. This is a noun phrase, but it doesn't express a complete thought. It's missing a verb.

B. Ran quickly across the yard. This is a verb phrase. It has a verb and tells what happened, but it's missing a subject (who or what did the running).

C. The fluffy cat chased a butterfly. So, the answer is C! A complete sentence needs a subject (who or what is doing the action) and a verb (the action itself), and often an object (what the action is being done to).

How to Make a Complete Sentence

A complete sentence is a group of words that tells a whole idea. It starts with a capital letter, has a subject (who or what the sentence is about), and a verb (what the subject does or is). A complete sentence also ends with a punctuation mark like a period (.), question mark (?), or exclamation point (!).

  • The dog barks.

    • Subject: "The dog" (who the sentence is about).

    • Verb: "barks" (what the dog does).

  • Emma runs fast.

    • Subject: "Emma" (who the sentence is about).

    • Verb: "runs" (what Emma does).

Sometimes, sentences also have an object. The object is the thing that the action happens to.

  • Jake kicks the ball.

    • Subject: "Jake" (who kicks).

    • Verb: "kicks" (the action).

    • Object: "the ball" (what Jake kicks).

What About Questions?

Questions are also sentences! For example:

  • What is your name?

    • Subject: "your name" (what the sentence is about).

    • Verb: "is" (the action).

How to Check If Your Sentence is Complete:

  1. Does it have a subject? (Who or what is the sentence about?)

  2. Does it have a verb? (What is the subject doing or being?)

  3. Does it make sense by itself?

If the answer is yes to all three, you’ve written a complete sentence!


Question 5: FastBridge Reading 2nd Grade

In which sentence is the underlined word spelled correctly? 

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View Explanation

Correct Answer: C

Why the others are incorrect:

A. We went to the store to by milk. "By" means "next to" or "near." The correct word to use here is "buy," meaning to purchase something.

B. I want to bye a new toy. "Bye" is a shortened form of "goodbye" or a term used in sports. The correct word is "buy."

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This section of the FastBridge Reading Assessment tests measures how well you can read and understand non-fiction texts, extract key information, and determine the overall message of the reading.

Question 6: FastBridge Reading 2nd Grade

Noodles have a long history! Some of the oldest noodles were found in China and are over 4,000 years old.  People in many different countries have enjoyed eating noodles for centuries. Noodles are made from dough and can be cooked in lots of ways, like boiling or frying. 

What is the passage mainly about? 

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Correct Answer: C 

  • A. Different ways to cook noodles. While the passage mentions cooking methods (boiling and frying), it's not the main focus. The passage primarily discusses how old noodles are and how long they've been eaten. Therefore, this is incorrect. 
  • B. How noodles are made. The passage briefly states that noodles are made from dough, but it doesn't go into detail about the process. The main idea is about the timeline of noodles, not the recipe. So, this is also incorrect. 
  • C. The history of noodles. The passage explicitly talks about the age of noodles (4,000 years old), their discovery in China, and their long-standing popularity in various countries. This clearly indicates that the main topic is the history of noodles, making this the correct answer.

This part of the Fastbridge aReading test measures how well you can understand and interpret literary texts, analyze characters and their actions, and appreciate the literary devices used by the author to create a compelling narrative.

Question 7: FastBridge Reading 2nd Grade

The field was a sea of golden grass, waving gently in the soft breeze. Long shadows stretched out from the old oak tree at the edge, reaching almost to the little stream that gurgled nearby. The sun was sinking lower in the sky, painting the clouds with splashes of orange and pink. Bumblebees buzzed lazily among the wildflowers, and a few crickets began their chirping song.

What time of day is it?

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Correct!

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View Explanation

Correct answer B

Explanation of Answers: 

  • A. Morning: This is incorrect. The passage describes long shadows, a setting sun, and crickets chirping. These are all signs of late afternoon or early evening, not morning. Mornings typically have shorter shadows and the sun is rising, not setting. 
  • B. Afternoon: This is the correct answer. The descriptions of long shadows, a setting sun, and the changing colors of the sky clearly indicate that it is late afternoon. The mention of crickets starting to chirp further supports this, as crickets are more active in the late afternoon and evening. 
  • C. Night: This is incorrect. While the passage describes the sun setting, it doesn't say that it is completely dark. The presence of bumblebees (which are active during the day) and the mention of the sun painting the clouds with color suggest that it is still daylight, just in the later part of the afternoon. Night would be completely dark with no sunlight. 

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Let's look at some sample questions for the FastBridge Reading Assessment for 3rd grade. We will start with test questions for the foundational skills of reading.

Question 8: FastBridge Reading 3rd Grade

Which words have a short vowel sound? Click all the answers that are correct

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Let's work through each word to find the ones with short vowel sounds!

Remember: Short vowel sounds are quick and crisp, like in "cat," "bed," "sit," "hop," and "cup."

Going through each word:

  • "lame" - long 'a' sound (like in "name")
  • "belt" - ✓ short 'e' sound (like in "yes")
  • "rake" - long 'a' sound (like in "take")
  • "damp" - ✓ short 'a' sound (like in "cat")
  • "gulp" - ✓ short 'u' sound (like in "cup")
  • "beep" - long 'e' sound (like in "feed")

So the correct answers are:

  • belt (short 'e')
  • damp (short 'a')
  • gulp (short 'u')

A helpful tip: When there's one vowel in a closed syllable (a syllable that ends in a consonant), it usually makes a short vowel sound. That's why "belt," "damp," and "gulp" all have short vowel sounds - they're closed in by consonants!

Knowing the difference between long and short vowels helps you become a better reader and speller. Understanding vowel sounds allows you to pronounce words correctly and recognize patterns in spelling.

Short A
-at: cat, bat, hat, mat, pat, rat, sat, fat
-an: can, fan, man, pan, ran, tan, van
-ag: bag, gag, lag, nag, rag, tag, wag
-ap: cap, gap, lap, map, nap, rap, sap, tap
-ad: bad, dad, had, lad, mad, pad, sad
-am: ham, jam, ram, yam
Short E
-et: bet, get, jet, let, met, net, pet, set, wet
-en: den, hen, men, pen, ten
-ed: bed, fed, led, red, wed
Short I
-it: bit, fit, hit, kit, lit, pit, sit
-in: bin, fin, pin, tin, win
-ig: big, dig, fig, pig, rig, wig
-ip: dip, hip, lip, nip, rip, sip, tip, zip
-id: bid, hid, kid, lid, rid
Short O
-ot: cot, dot, got, hot, lot, not, pot, rot
-op: hop, mop, pop, top
-og: dog, fog, hog, log
-ob: cob, job, mob, rob, sob
-ox: box, fox
Short U
-ut: cut, gut, hut, nut, rut
-un: bun, fun, gun, run, sun
-ug: bug, dug, hug, jug, mug, rug, tug

Long A (sounds like /ā/ as in "cake")
a_e: cake, bake, make, take, late, date, gate, rate
ai: rain, train, pain, wait, sail, mail, chain
ay: day, play, say, way, stay, may, pay
ea: break, steak (sometimes)
Long E (sounds like /ē/ as in "tree")
ee: tree, see, bee, feel, meet, week, sleep, keep
ea: eat, sea, read, meat, beat, seat, team, dream
ie: piece, field, believe
y: baby, happy, funny, party, sunny, city, very (at the end of words)
e_e: these, these, eve
Long I (sounds like /ī/ as in "bike")
i_e: bike, like, time, fine, mine, ride, side, wide
ie: pie, tie, lie, die
igh: high, light, night, right, sight
y: cry, fly, sky, try, my
Long O (sounds like /ō/ as in "boat")
o_e: bone, home, rope, nose, rose, code, note, vote
oa: boat, coat, road, soap, toast
ow: snow, grow, low, show, bowl
Long U (has two main sounds)
/ū/ as in "cube" (sometimes called "long u 1")
u_e: cube, tube, cute, mute, fuse, huge
ew: few, new
/oo/ as in "moon" (sometimes called "long u 2")
oo: moon, soon, food, pool, room
ue: blue, true

Question 9: FastBridge Reading 3rd Grade

Which of the following words does not rhyme with the word "puff"? 

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View Explanation

Let's solve this word sound puzzle together!

At first glance, all these words look similar - they all end in "ough" or "uff". But here's where English gets tricky and interesting! Let's say each word out loud and listen carefully:

  • "enough"  rhymes with "puff"
  • "cough"   Aha! This one's different!
  • "tough"   rhymes with "puff"
  • "stuff"   rhymes with "puff"

The answer is "cough"! While it looks like it should rhyme with "puff," it actually makes a different vowel sound. This is a perfect example of how English spelling patterns can be deceptive. Words that look similar don't always sound the same!

Notice how "cough" has more of an "off" sound, while all the other words have the "uff" sound like in "puff".

This is one of those fascinating quirks in English where letters that look the same can make different sounds. Even though "ough" appears in several of these words, it doesn't always make the same sound. Isn't language interesting?

We will now examine some sample questions that assess your understanding of and compliance with the generally accepted rules of grammar, mechanics, and style in written English.

Question 10: FastBridge Reading 3rd Grade

Which of the following are opposites of " wonderful "?

Correct!

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View Explanation

Let's explore the opposites of the word "wonderful"!

When we're looking for opposites (or antonyms), we want words that express the opposite feeling or meaning. "Wonderful" means something that's very good, excellent, or delightful. So we're looking for words that mean very bad or unpleasant.

Let's analyze each word:

  • "terrible" - ✓ Yes! This means extremely bad or unpleasant - definitely an opposite of wonderful
  • "fantastic" - No, this is actually a synonym (means the same as) wonderful
  • "marvelous" - No, this is another synonym for wonderful
  • "awful" - ✓ Yes! This means very bad or dreadful - it's an opposite of wonderful

So the correct answers are "terrible" and "awful"!

Here's a helpful way to think about it:

  • If something is wonderful, it makes you feel happy and excited
  • If something is terrible or awful, it makes you feel unhappy or upset

"Fantastic" and "marvelous" would not be opposites because they express the same positive feelings as "wonderful". They're like close cousins in the family of positive words!

Question 11: FastBridge Reading 3rd Grade

Choose the word that best completes the sentence:

The____________ elephant trumpeted loudly, shaking the ground with each heavy step.

Correct!

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The correct answer is A

Let's think about what word would make the most sense in this sentence!

Looking at our choices and the context:

  • We have an elephant that's trumpeting loudly and shaking the ground with heavy steps
  • This description suggests something big and powerful
  • "enormous" means very large in size
  • "happy" describes an emotion but doesn't explain why the ground would shake
  • "tiny" would contradict the idea of heavy steps shaking the ground

The correct answer is "enormous"!

This word choice makes perfect sense because:

  • Elephants are naturally very large animals
  • Only a large, heavy animal would make the ground shake with its steps
  • The word "enormous" helps us visualize just how big and powerful this elephant is
  • It creates a vivid image that matches with the actions described (trumpeting loudly and shaking the ground)

This is a great example of how choosing the right descriptive word (adjective) can help paint a clear picture in the reader's mind. "Enormous" helps us imagine this powerful creature and makes the sentence more impactful!

This question assesses your informational reading comprehension skills.

Question 12: FastBridge Reading 3rd Grade

The Statue of Liberty, a gift from France, stands proudly on Liberty Island. It's also known as "Liberty Enlightening the World," and its green color comes from the copper it's made of. Some people think the Statue of Liberty is one of the most important symbols of freedom in the world.

Which of the following sentences is an opinion?

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View Explanation

Answer C is correct. Here are the explanations:

A. The Statue of Liberty is a gift from France. This is a fact. It's something that can be proven with historical information.

B. The Statue of Liberty is also known as "Liberty Enlightening the World." This is also a fact. It's the statue's official name.

C. Some people think the Statue of Liberty is one of the most important symbols of freedom in the world. This is an opinion. The phrase "Some people think" indicates that this is a belief or viewpoint, not a proven fact. Different people might have different opinions about what the most important symbols of freedom are.

The following question focuses on your literary comprehension skills, specifically your ability to understand and analyze fictional texts (like stories, novels, and poems).

Question 13: FastBridge Reading 3rd Grade

What literary device is used most in the poem?

        Shopping Sounds 

Down the aisles with squeaky carts, 

Beep! goes each item as checkout starts. 

Rustling bags and shuffling feet, Ding! 

The register makes receipts complete. 

Click-clack goes the drawer with cash inside, Swoosh! 

The cards through readers glide. 

Crinkle-crunch as bags we fill, 

Ka-ching! echoes from the till. 

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Correct!

View Explanation

The correct answer is C, and here are the explanations: 

  1. Simile: This is incorrect. A simile compares two unlike things using "like" or "as." There are no comparisons using "like" or "as" in this poem. For example, a simile would be, "The carts squeaked like mice."
  2. Metaphor: This is incorrect. A metaphor compares two unlike things without using "like" or "as," stating that one thing is another. There are no direct comparisons of this type in the poem. For example, a metaphor would be, "The checkout line was a river of people."
  3. Onomatopoeia: This is the correct answer. Onomatopoeia is the use of words that imitate sounds. The poem is full of words like "Beep!", "Ding!", "Click-clack," "Swoosh!", "Crinkle-crunch," and "Ka-ching!", which represent the sounds of a shopping experience.

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Fastbridge Math Assessment

The FastBridge Math assessment is called aMath – The test measures broad mathematics skills.

The following are the sub-topics covered by aMath (grades K-12):

  • Operations and Algebraic Thinking
  • Number and Operations
  • Geometry
  • Measurement and Data
  • Number and Operations in Base 10
  • Counting and Cardinality

The Math assessment typically consists of 30-60 questions and takes approximately 20-30 minutes to finish, but it has no time limit.

The following questions are designed to assess your understanding of counting and number operations concepts and your ability to apply them to solve problems.

Fastbridge Math Assessment Sample Questions

Question 1: FastBridge Math 2nd Grade

What number is missing from the following equation? 

15 + ___ = 24 

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View Explanation

The correct answer is B

How to solve using inverse operations:

When we have addition (15 + ___ = 24), we can use subtraction to find the missing number. 

To find what number we add to 15 to get 24, we can subtract: 24 - 15 = ___ 

This works because subtraction is the inverse (opposite) of addition. 

So: 24 - 15 = 9 

Therefore, B) 9 is the correct answer. 

We can prove this is right by plugging 9 back into the original equation: 15 + 9 = 24 ✓ 

 

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Question 2: FastBridge Math 2nd Grade

Round 63 to the nearest ten. 

Correct!

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View Explanation

The correct answer is (A).

How to solve this: To round to the nearest ten, we need to look at the ones digit (3 in 63) and follow these steps: 

  • If the ones digit is 5 or more, round up 
  • If the ones digit is 4 or less, round down 
  • When we round, we change the ones digit to 0 

In 63: 

  • The ones digit is 3 
  • 3 is less than 5 
  • So we round down 
  • Rounding down means going to 60 

Therefore, A) 60 is the correct answer. 

We can check this another way: 

  • 63 is closer to 60 (3 numbers away) than to 70 (7 numbers away) 
  • So 60 is the nearest ten to 63 

Question 3: FastBridge Math 2nd Grade

What is 369,482 written in expanded form?

Choose the correct answer:

Correct!

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The correct answer is (A).

Let's solve this: To write a number in expanded form, we need to break it down to show the value of each digit based on its place value.

Let's break down 369,482:

  • 3 is in the hundred thousands place: 3 × 100,000 = 300,000
  • 6 is in the ten thousands place: 6 × 10,000 = 60,000
  • 9 is in the thousands place: 9 × 1,000 = 9,000
  • 4 is in the hundreds place: 4 × 100 = 400
  • 8 is in the tens place: 8 × 10 = 80
  • 2 is in the ones place: 2 × 1 = 2

Answer A) 300,000 + 60,000 + 9,000 + 400 + 80 + 2 is correct because:

It shows each digit's true value based on its place value

Each number is broken down completely

When added together, it equals 369,482

Why B is incorrect:

It combines some place values (69,000 and 82) which doesn't show the true value of each digit

Why C is incorrect:

It shows 4,000 instead of 400 and 800 instead of 80, which are incorrect place values for those digits

These sample questions test understanding of measurement and data

Question 4: FastBridge Math 2nd Grade

How many books were read in the month of August? 

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Wrong

Correct!

View Explanation

The correct answer is C

Let's look at the bar graph to find how many books were read in August in Parolina.

Looking at the blue bar for August, we can see it reaches approximately 400 books on the vertical axis.

So let's analyze each answer choice:

  • A) 300 - Incorrect - This is too low, as the bar clearly extends higher than 300
  • B) 350 - Incorrect - This is also too low, as the bar reaches the 400 mark
  • C) 400 - Correct - The blue bar for August extends exactly to the 400 mark on the vertical axis

Therefore, C (400) is the correct answer. This can be verified by looking at the gridlines on the graph, where the blue bar for August clearly reaches the 400-book mark.

The other options (300 and 350) are incorrect because they underestimate the number of books read in August, as shown by the height of the blue bar in the graph.

Question 5: FastBridge Math 2nd Grade

Question: How many minutes are in 2 ½ hours?

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Correct!

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View Explanation

The correct answer is B

Answer and Explanations: 

  • 100 minutes: This is incorrect. There are 60 minutes in one hour. If there were only 100 minutes in 2 ½ hours, that would mean there are only 40 minutes in one hour (100 / 2.5 = 40), which is not true.
  • 150 minutes: This is the correct answer. There are 60 minutes in one hour. So, in 2 hours, there are 2 x 60 = 120 minutes. Half an hour (½) is equal to 60 / 2 = 30 minutes. Therefore, 2 ½ hours is equal to 120 + 30 = 150 minutes.
  • 200 minutes: This is incorrect. This number is too high. It would represent more than 3 hours (200 / 60 = 3 with a remainder).

The following set of questions tests your knowledge of geometry. This means identifying, describing, analyzing, comparing, and measuring different shapes.

Question 6: FastBridge Math 2nd Grade

Which statement is true for every rectangle?

Correct!

Wrong

Correct!

Wrong

View Explanation

Answer and Explanations: 

  1. All rectangles have four right angles. This is TRUE. By definition, a rectangle is a quadrilateral (four-sided polygon) with four right angles (90-degree angles).
  2. All rectangles have four equal sides. This is FALSE. While squares have four equal sides, rectangles only require opposite sides to be equal. A rectangle can have two long sides and two short sides, as long as the long sides are equal to each other and the short sides are equal to each other.
  3. All rectangles have two pairs of parallel sides. This is TRUE. "Parallel" means the lines will never intersect, even if they are extended infinitely. Rectangles have two pairs of sides that are parallel to each other.
  4. All rectangles are squares. This is FALSE. A square is a special type of rectangle (it has four right angles and four equal sides), but not all rectangles are squares. A rectangle only needs to have four right angles; the sides don't have to be equal.

 

Geometry is all about shapes, sizes, and how we can use them in the world around us. In this guide, you will learn the rules and properties of 2D (flat) shapes and 3D (solid) shapes. Let’s get started!

2D shapes are flat and only have two dimensions: length and width. Here are the most common 2D shapes and their properties:

1. Circle

  • No sides or corners.

  • Every point on the edge is the same distance from the center.

  • Examples: clock face, pizza.

2. Square

  • 4 equal sides.

  • 4 corners (right angles).

  • Opposite sides are parallel.

  • Examples: checkerboard squares, tiles.

3. Rectangle

  • 4 sides (opposite sides are equal).

  • 4 corners (right angles).

  • Opposite sides are parallel.

  • Examples: doors, books.

4. Triangle

  • 3 sides.

  • 3 corners.

  • Can have different types: equilateral (all sides equal), isosceles (two sides equal), or scalene (no sides equal).

  • Examples: traffic signs, slices of pie.

5. Hexagon

  • 6 sides.

  • 6 corners.

  • Examples: honeycombs, nuts and bolts.

6. Pentagon

  • 5 sides.

  • 5 corners.

  • Examples: soccer ball patterns, The Pentagon building.

Rules for 2D Shapes:

  1. Add up all the corners to check the total degrees. For example:

    • A triangle always adds up to 180°.

    • A square or rectangle always adds up to 360°.

    • A pentagon adds up to 540°.

    • A hexagon adds up to 720°.

  2. Opposite sides in a rectangle or square are always parallel.

  3. In parallelograms (like squares, rectangles, and rhombuses):

    • Opposite sides are always parallel and equal in length.

    • Angles opposite each other are always equal.

    • Adjacent angles add up to 180°.

  4. In trapezoids, only one pair of sides is parallel.

  5. Parallel lines stay the same distance apart and never meet, no matter how far they are extended.


3D shapes have three dimensions: length, width, and height. They are not flat and can hold things inside.

1. Cube

  • 6 faces, all squares.

  • 12 edges and 8 corners.

  • Examples: dice, boxes.

2. Rectangular Prism

  • 6 faces, all rectangles (or squares).

  • 12 edges and 8 corners.

  • Examples: cereal boxes, bricks.

3. Sphere

  • No faces, edges, or corners.

  • Perfectly round.

  • Examples: balls, oranges.

4. Cylinder

  • 2 circular faces (top and bottom).

  • 1 curved surface.

  • Examples: cans, drums.

5. Cone

  • 1 circular face (base).

  • 1 curved surface.

  • Comes to a point (vertex).

  • Examples: ice cream cones, traffic cones.

6. Pyramid

  • 1 base (can be a square, triangle, or other shape).

  • Triangular faces that meet at a point (vertex).

  • Examples: Egyptian pyramids, tent shapes.

Rules for 3D Shapes:

  1. Faces are the flat surfaces.

  2. Edges are where two faces meet.

  3. Corners (or vertices) are where edges meet.


Question 7: FastBridge Math 2nd Grade

Question: What is the perimeter of a regular hexagon whose side measures 8 cm? 

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Correct!

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The correct answer is B

Answer and Explanations: 

  • A-24 cm: This is incorrect. A hexagon has six sides. If each side is 8 cm, the perimeter would be 6 multiplied by 8, not 3 multiplied by 8.
  • B-48 cm: This is the correct answer. A regular hexagon has six equal sides. If each side measures 8 cm, the perimeter (the total distance around the shape) is calculated by multiplying the side length by the number of sides: 6 sides * 8 cm/side = 48 cm.
  • C-64 cm: This is incorrect. This number is too large. It's as if someone multiplied 8 by 8, which is not the correct calculation for the perimeter of a hexagon with sides of 8cm.

Here are some sample Fastbridge Math questions for third-grade students. These questions test your ability to think critically, analyze information, and apply mathematical principles to solve real-world problems. The questions focus on counting, operations, place value, and fractions.

Question 8: FastBridge Math 3rd Grade

A train left the station with 85 passengers. At the first stop, 32 passengers got on the train, and 17 passengers got off. How many passengers are now on the train? 

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View Explanation

The correct answer is C

Let's explore the options:

  • A. 100 passengers: Now, let's think about this. We started with 85, and more people got on. So, the number should definitely be more than 85. If we simply added 15 to 85 we would get 100 but we have to account for the 17 that got off. So, this option isn't quite right. It doesn't take into account all the comings and goings.
  • B. 117 passengers: This option seems to only consider the passengers getting on. If we added 32 to 85, we'd get 117. However, we must remember that 17 passengers also got off the train. We need to subtract those who left. So, this isn't quite the full picture.

  • C. 134 passengers: This option is incorrect. If we add 32 to 85 we get 117. If we were to then ADD 17 instead of subtracting, we would get 134. This is not what the problem asks, so this is incorrect.

The Correct Solution:

Here's how we solve this, step by step:

  1. Start: We begin with 85 passengers.
  2. Getting on: 32 passengers get on, so we add them: 85 + 32 = 117
  3. Getting off: 17 passengers get off, so we subtract them: 117 - 17 = 100

Therefore, there are now 100 passengers on the train.

So, the correct answer is A. 100 passengers.

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Question 9: FastBridge Math 3rd Grade

Identify the equations that are equal to 450. Select all the correct options. 

Correct!

Correct!

Correct!

Correct!

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View Explanation
  • 400 + 50: This is correct. 400 + 50 = 450.
  • 5 x 90: This is correct. 5 multiplied by 90 equals 450.
  • 500 - 50: This is correct. 500 minus 50 equals 450.
  • (10 x 50) - 50: This is correct. Following the order of operations (parentheses first), 10 x 50 = 500. Then, 500 - 50 = 450.
  • (20 x 30) - 50: This is incorrect. Following the order of operations, 20 x 30 = 600. Then, 600 - 50 = 550. This does not equal 450.

This guide will help you understand how to use important math skills like addition, multiplication, subtraction, the order of operations, and comparing expressions. These skills will make answering questions like "Identify the equations that are equal to 360" much easier.

1. Addition of Multiples of 10

Adding multiples of 10 is simple! Just focus on the tens place.

Example: 300 + 60

  • Add the tens: 30 + 6 = 36.

  • Now add the zeros back: 300 + 60 = 360.

Tip: Always line up the numbers by their place values.


2. Multiplication

Multiplication means repeated addition. To solve problems, multiply the numbers step by step.

Example: 6 x 60

  • Break it down: 6 x 60 is the same as 6 x (6 x 10).

  • First, multiply: 6 x 6 = 36.

  • Then multiply by 10: 36 x 10 = 360.

Tip: Remember to multiply each digit, then add any zeros at the end.


3. Subtraction

Subtraction means taking away one number from another.

Example: 400 - 40

  • Start with the hundreds: 400.

  • Take away 40: 400 - 40 = 360.

Tip: Line up the numbers by their place values to avoid mistakes.


4. Order of Operations with Parentheses

Parentheses tell you what to solve first. Follow this order:

  1. Parentheses

  2. Multiplication or Division

  3. Addition or Subtraction

Example: (10 x 40) - 40

  • Solve inside the parentheses first: 10 x 40 = 400.

  • Then subtract: 400 - 40 = 360.

Tip: Always complete the operations inside parentheses before moving on.


5. Comparing Expressions to Find Equal Values

To compare expressions, solve each one and see if they match.

Example Question: Identify the equations that are equal to 360. Select all the correct options.

  • A. 300 + 60 = 360

  • B. 6 x 60 = 360

  • C. 400 - 40 = 360

  • D. (10 x 40) - 40 = 360

  • E. (15 x 30) - 90 = 360

How to Solve:

  1. Solve each expression step by step.

  2. Check if the result equals 360.

Tip: Write down each step to avoid errors.


Practice Time!

Now it’s your turn to practice:

  • Solve 200 + 160.

  • Multiply 8 x 50.

  • Subtract 500 - 140.

  • Solve (12 x 30) - 20.


Question 10: FastBridge Math 3rd Grade

Sienna is organizing a birthday party for 24 people. ¾ of them are vegetarian. How many vegetarian meals does she need to prepare? 

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Wrong

Correct!

Wrong

View Explanation

Answer C is correct, and here are the explanations:

A. 6: This is incorrect. This would be equivalent to ¼ of the guests being vegetarian, not ¾.

B. 12: This is incorrect. This would be equivalent to ½ of the guests being vegetarian.

C. 18: This is the correct answer. To find ¾ of 24, you can do this in two ways:

Divide 24 by 4 (which gives you ¼ of the total) and then multiply by 3: (24 / 4) * 3 = 6 * 3 = 18

Multiply 24 by the fraction ¾: (3/4) * 24 = (3 * 24) / 4 = 72 / 4 = 18

D. 20: This is incorrect. This number is close, but not quite the correct calculation of ¾ of 24.

Question 11: FastBridge Math 3rd Grade

Which of the numbers is not a prime number?

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Correct!

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View Explanation

Answer and Explanations:

A. 7: This is incorrect. 7 is a prime number. Its only factors are 1 and 7.

B. 11: This is incorrect. 11 is a prime number. Its only factors are 1 and 11.

C. 15: This is the correct answer. 15 is not a prime number. It has factors 1, 3, 5, and 15. Since it has factors other than 1 and itself, it's composite (not prime).

D. 17: This is incorrect. 17 is a prime number. Its only factors are 1 and 17.

E. 23: This is incorrect. 23 is a prime number. Its only factors are 1 and 23.

We now have a sample question from the Measurement & Data section where you may be asked to classify, describe, measure, and analyze different types of data.

Question 12: FastBridge Math 3rd Grade

Which pair of months has the largest difference in average temperature in London?

Correct!

Wrong

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View Explanation

Explanation:

  • January has the lowest average temperature at around 6°C.
  • July has the highest average temperature at around 19°C.
  • The difference between January and July is the largest, approximately 13°C.
  • March and April have a small difference, with temperatures around 8°C and 10°C respectively, making B incorrect.
  • May and September have moderate temperatures around 14°C and 16°C, with a smaller difference, making C incorrect.
  • August and December show a difference but not as large as January to July, with temperatures around 19°C and 8°C, making D incorrect.

Question 13: FastBridge Math 3rd Grade

Maya started to read the newspaper at 2:23 p.m. The reading took her 58 minutes. 11 minutes before she finished reading the newspaper, the phone rang. What time was it when the phone rang? 

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Correct!

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View Explanation

Answer and Explanations: 

  • A. 3:00 p.m.: This is incorrect. This would mean the phone rang 21 minutes before she finished, not 11. 
  • B. 3:10 p.m.: This is the correct answer. Here's the breakdown: 
  • Start time: 2:23 p.m. 
  • Reading time: 58 minutes 
  • Finish time: 2:23 p.m. + 58 minutes = 3:21 p.m. 
  • Phone rang 11 minutes before finishing: 3:21 p.m. - 11 minutes = 3:10 p.m. 
  • C. 3:12 p.m.: This is incorrect. This would mean the phone rang 9 minutes before she finished, not 11. 
  • D. 3:32 p.m.: This is incorrect. This time is after she finished reading. It seems like someone might have added the 11 minutes instead of subtracting them. 

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The final Fastbridge sample question is from the geometry section, where students are tested to see if they can identify, describe, analyze, compare, and measure different shapes.

Question 14: FastBridge Math 3rd Grade

Which of the following triangles is an isosceles triangle?

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Correct!

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View Explanation

Answer and Explanations:

  • A. All three angles are different: This is incorrect. Isosceles triangles have two equal angles.
  • B. Two angles are equal: This is the correct answer. The defining characteristic of an isosceles triangle (resulting from having two equal sides) is that it has two equal angles.
  • C. It has one right angle: This is incorrect. While an isosceles triangle can have a right angle (making it a right isosceles triangle), it's not a requirement. It can also have all acute angles or one obtuse angle.
  • D. All three angles are different: This is incorrect. 

FastBridge Assessment Scores

The FastBridge Assessments uses a scaled score system, for the Math assessments it ranges between 145-275 and for the Reading it’s 350-750.

Understanding FastBridge Scores:

Here's a breakdown of some key points about FastBridge scores:

  • Scalability: FastBridge Math and Reading scores are adjusted to ensure they're comparable across different test versions. This means even if the tests have different difficulty levels or structures, you can still compare scores from different versions.
  • Adaptive Testing: FastBridge uses adaptive testing, which means the questions get harder or easier based on how the student answers. This helps get a more accurate picture of what the student actually knows.
  • Validity and Reliability: FastBridge assessments are reliable and valid for making educational decisions. This means teachers can trust the scores to guide their teaching. Here's how:
  • Data-Driven Instruction: Teachers can use FastBridge scores to track student progress and tailor their teaching strategies accordingly.
  • Monitoring Progress: FastBridge scores are used for ongoing progress monitoring, allowing teachers to adjust their approach in real-time based on student needs.
  • Parent Involvement: Scores can be shared with parents, keeping them informed about their child's progress and fostering their involvement in the educational process.

In short: FastBridge scores provide a valuable framework for evaluating student performance in math and reading. This helps educators make informed decisions to improve learning outcomes and create a dynamic learning environment.


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How to Prepare for the FastBridge Assessments?

It's great you're looking to prepare for the Fastbridge Assessment! Here's a breakdown of actionable tips based on the skills you listed, combining general test-prep strategies with specific advice for each area: 

General Test-Prep Strategies 

  • Understand the Format: Familiarize yourself with the types of questions and tasks in each section. Fastbridge often uses multiple-choice, drag-and-drop, and fill-in-the-blank formats. 
  • Practice Regularly: Consistent practice is key. Use practice tests, sample questions, and resources provided by your school or online platforms like TestPrep-Online. 
  • Time Management: Practice working within time limits to get comfortable with the pace of the assessment. 
  • Get Adequate Rest: Ensure you get enough sleep before the assessment to be alert and focused. 
  • Create a Study Schedule: Plan specific times to focus on each skill area, breaking down larger tasks into smaller, manageable chunks. 

Strengthen Skills Across the Board!

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Fastbridge Assessment Reading and Math Study Tips

Reading 

Foundational Skills:  

  • Phonics: Practice letter-sound correspondence, blending sounds to form words, and segmenting words into individual sounds. 
  • Sight Words: Memorize high-frequency words (e.g., "the," "a," "is") to improve reading fluency. 
  • Concepts of Print: Understand how books work (e.g., reading left to right, top to bottom), identify parts of a book (cover, title page), and recognize punctuation. 

Informational Reading:  

  • Main Idea and Supporting Details: Practice identifying the main idea of a passage and the details that support it. 
  • Text Features: Pay attention to headings, subheadings, captions, and diagrams to understand the organization and key information in the text. 
  • Inference: Practice drawing conclusions based on information presented in the text. 

Language (Listening and Speaking):  

  • Active Listening: Practice listening attentively to instructions and information. 
  • Clear Communication: Practice expressing ideas clearly and concisely. 

Reading Literature:  

  • Story Elements: Understand plot, characters, setting, and theme. 
  • Figurative Language: Recognize and interpret metaphors, similes, and other figures of speech. 

Math 

Counting & Cardinality:  

  • Number Recognition: Practice recognizing and writing numbers. 
  • Counting Sequence: Practice counting forward and backward, and skip counting. 

Operations & Algebraic Thinking:  

  • Basic Facts: Memorize addition, subtraction, multiplication, and division facts. 
  • Problem Solving: Practice solving word problems using different strategies. 

Number & Operations in Base Ten:  

  • Place Value: Understand the value of digits in different places (ones, tens, hundreds, etc.). 
  • Regrouping: Practice regrouping in addition and subtraction. 

Number & Operations—Fractions:  

  • Fraction Concepts: Understand parts of a whole, equivalent fractions, and comparing fractions. 
  • Operations with Fractions: Practice adding, subtracting, multiplying, and dividing fractions. 

Measurement & Data:  

  • Measurement Units: Familiarize yourself with different units of measurement (length, weight, time). 
  • Data Representation: Practice interpreting graphs, charts, and tables. 

Geometry:  

  • Shape Recognition: Identify and classify different shapes. 
  • Spatial Reasoning: Practice visualizing and manipulating shapes. 
  • Ratios & Proportional Relationships:  
  • Ratio Concepts: Understand the concept of ratios and how to express them. 
  • Proportional Reasoning: Practice solving problems involving proportions. 

FastBridge Assessment Administration

The aReading and aMath tests are usually administered 3 times a year. The test is taken on a computer. Students are allowed to use a pen and paper but not a calculator. There is a sample question for students in grades K through 2, before the test begins. While for students in grades 3 and above, the test starts after the audio directions have been given.


FAQ’s

For the Reading assessment, the highest score possible is 750 and for the Math assessment, it’s 275.


The aMath and aReading tests are untimed but they take around 20-30 minutes and 30-45 minutes respectively.


Because the tests are adaptive the number of questions varies per student but the number of questions range between 30-60.


The FastBridge assessments were developed to assist educators in evaluating and monitoring the academic abilities and behavioral development of their students , thereby enabling them in determining the specific areas where individual students may need support, allowing them to provide targeted interventions and personalized instruction.


A "good" FastBridge score would depend on the specific assessment being administered, as well as the grade level of the student being assessed. FastBridge scores are typically reported as a percentile rank and scaled scores, which compares the student's performance to that of their peers. A score at or above the 50th percentile indicates that the student is performing as well as or better than average, while a score below the 50th percentile suggests that the student may need additional support or intervention. If you’re child scored in the 90th percentile or above that would be considered a very good score. Look at the chart above to understand which scaled score range is above the 90th percentile.