ISEE sample questions, with worked answers
Here are 24 original ISEE-style questions across the four scored sections, with the answer explained under each: 8 Verbal Reasoning, 6 Quantitative Reasoning, 5 Reading Comprehension and 5 Mathematics Achievement, written at Middle Level. The reading questions come with their passage, as on the ISEE. Have your child try each one before opening the answer; the worked ones show every step and the trap most children fall into. Essay prompts and a checklist are at the end.
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Last checked · Original ISEE-style questions written for LifeScore, not ERB items
By the LifeScore Editorial Team · Updated · How we check facts · How this is scored
What do ISEE Verbal Reasoning questions look like?
Two kinds, in blocks: synonyms, where your child picks the word closest in meaning to a word in capital letters, and sentence completions, where they pick the word that best fills a blank. At Middle Level there are 40 in 20 minutes.
ISEE-style question 1 · Synonym
Choose the word or phrase whose meaning is closest to the word in capital letters. TIMID
- Aclever
- Btired
- Cangry
- Dshy
Worked answer
D: shy. A timid person lacks confidence and is easily frightened: shy.
ISEE-style question 2 · Synonym
Choose the word or phrase whose meaning is closest to the word in capital letters. OBSOLETE
- Atoo heavy
- Bwell known
- Cout of date
- Dvery large
Show the answer
C: out of date. Obsolete things are no longer used because something newer replaced them: out of date.
ISEE-style question 3 · Sentence completion
Choose the word or phrase that best completes the sentence. Unlike her talkative brother, Ella was ___ and rarely spoke in class.
- Aclever
- Bfunny
- Cfriendly
- Dquiet
Show the answer
D: quiet. "Unlike her talkative brother" signals a contrast, and "rarely spoke" confirms it: quiet.
ISEE-style question 4 · Sentence completion
Choose the word or phrase that best completes the sentence. The two reports were ___: one said the bridge was safe, while the other said it needed urgent repairs.
- Acontradictory
- Bdetailed
- Coutdated
- Didentical
Show the answer
A: contradictory. Safe versus needing urgent repairs: the reports were contradictory. Identical is the opposite.
ISEE-style question 5 · Synonym
Choose the word or phrase whose meaning is closest to the word in capital letters. METHODICAL
- Aorderly and step by step
- Bvery fast
- Ceasily annoyed
- Dshy with strangers
Show the worked answer
A: orderly and step by step. Methodical means doing things in a careful, planned order: orderly and step by step. A methodical person may also be slow, but slowness is not what the word means.
- Put the word in a sentence: "He was methodical about packing, one list at a time."
- Try each choice in its place: "orderly and step by step about packing" keeps the sense.
- None of the others fits someone working through a list in order.
The trap: Picking a choice that often goes with the word (a careful person can be slow or shy) instead of the one that means the same thing.
ISEE-style question 6 · Synonym
Choose the word or phrase whose meaning is closest to the word in capital letters. BENEFICIAL
- Ahelpful
- Bharmful
- Cordinary
- Dexpensive
Show the worked answer
A: helpful. Beneficial means having a good effect: helpful. The root "bene" (well, good) is the same as in benefit and benefactor.
- Look for a word part you know: "bene," as in benefit.
- A benefit is something good, so beneficial describes something that does good.
- Helpful is the only choice about a good effect; harmful is its opposite.
The trap: Guessing from the sound of the word. Roots are more reliable than sound on the harder synonyms near the end of the block.
ISEE-style question 7 · Sentence completion
Choose the word or phrase that best completes the sentence. The new student was ___ at first, but after a week she was chatting with everyone at lunch.
- Areserved
- Btalkative
- Cfamous
- Dcareless
Show the worked answer
A: reserved. "But" sets up a contrast with "chatting with everyone." The blank needs the opposite of chatty: reserved, meaning quiet and holding back.
- Find the clue word: "but" means the two halves contrast.
- The second half says she became chatty.
- So at first she was the opposite: reserved.
The trap: Choosing "talkative," which matches the second half of the sentence instead of contrasting with it.
ISEE-style question 8 · Sentence completion
Choose the word or phrase that best completes the sentence. Because the old bridge had become ___, the city closed it until engineers could repair it.
- Aunsafe
- Bcrowded
- Cbeautiful
- Dfamous
Show the worked answer
A: unsafe. "Because" means the blank gives the reason for closing the bridge until it is repaired. Only a problem that repair fixes works: unsafe.
- Find the clue: "because" links a cause to the closing.
- Repairs fix damage, so the cause is a problem with the bridge itself.
- Unsafe is the only choice repairs would fix.
The trap: Choosing "crowded," which could explain a closing but would not need engineers to repair anything.
What do ISEE Quantitative Reasoning questions look like?
Word problems that test reasoning more than long arithmetic, and quantitative comparisons, where two quantities are compared and the four answer choices never change. No calculator is allowed.
ISEE-style question 9 · Number sense
If n is an even whole number, which of these must be even?
- An + 1
- Bn + 3
- Cn + 2
- D5n + 1
Worked answer
C: n + 2. Test with even numbers such as 2 and 4: 2 + 2 = 4 and 4 + 2 = 6, both even. The rule behind it: even + odd is odd, even + even is even, and even × anything is even. Each other choice is odd for at least one even n.
ISEE-style question 10 · Geometry reasoning
5 squares, each with sides of 3 cm, are placed side by side in a row so that neighboring squares share a whole side. What is the perimeter of the rectangle they form?
- A30 cm
- B36 cm
- C60 cm
- D45 cm
Show the answer
B: 36 cm. The row is 5 × 3 = 15 cm long and 3 cm tall. Its perimeter is 2 × (15 + 3) = 36 cm. Adding all the squares' perimeters (60 cm) counts the shared sides, which are inside the shape.
ISEE-style question 11 · Quantitative comparison: angles
Two angles of a triangle measure 32° and 62°. Column A: The measure of the third angle Column B: 60° Compare the quantity in Column A with the quantity in Column B.
- AThe quantity in Column A is greater.
- BThe quantity in Column B is greater.
- CThe two quantities are equal.
- DThe relationship cannot be determined from the information given.
Show the answer
A: The quantity in Column A is greater.. The third angle is 180° − 32° − 62° = 86°. It is greater than 60°.
ISEE-style question 12 · Quantitative comparison
x is a whole number greater than 1. Column A: x² Column B: 2x Compare the quantity in Column A with the quantity in Column B.
- AThe quantity in Column A is greater.
- BThe quantity in Column B is greater.
- CThe two quantities are equal.
- DThe relationship cannot be determined from the information given.
Show the worked answer
D: The relationship cannot be determined from the information given.. If x = 2, both columns are 4, so they are equal. If x = 3, Column A is 9 and Column B is 6, so A is greater. Different allowed values give different answers, so the relationship cannot be determined.
- Try the smallest allowed value, x = 2: A = 4, B = 4, equal.
- Try x = 3: A = 9, B = 6, A is greater.
- Two different results, so the answer is "cannot be determined."
The trap: Trying only one number. On a comparison with a letter, always try at least two allowed values, including the smallest.
ISEE-style question 13 · Quantitative comparison
Column A: 30% of 50 Column B: 50% of 30 Compare the quantity in Column A with the quantity in Column B.
- AThe quantity in Column A is greater.
- BThe quantity in Column B is greater.
- CThe two quantities are equal.
- DThe relationship cannot be determined from the information given.
Show the worked answer
C: The two quantities are equal.. 30% of 50 is 0.3 × 50 = 15, and 50% of 30 is 0.5 × 30 = 15. They are equal. (a% of b always equals b% of a.)
- Column A: 0.3 × 50 = 15.
- Column B: 0.5 × 30 = 15.
- Both are 15, so the quantities are equal.
The trap: Assuming the column with the bigger number (50%) must be bigger. Work both out: it takes ten seconds.
ISEE-style question 14 · Ratios
A recipe uses 3 cups of flour for every 2 cups of milk. How many cups of flour are needed with 8 cups of milk?
- A12
- B9
- C16
- D10
Show the worked answer
A: 12. 8 cups of milk is 4 times the 2 cups in the recipe, so the flour is 4 times 3 cups: 12 cups.
- How many times bigger is the milk? 8 ÷ 2 = 4.
- Scale the flour the same way: 3 × 4 = 12.
- Check the ratio: 12 to 8 is 3 to 2.
The trap: Adding instead of scaling: 8 is 6 more than 2, and 3 + 6 = 9. Ratios multiply.
More questions like these
Four full ISEE-style Middle Level mocks and 16 section drills, every answer explained like the ones on this page.
The ISEE Pass Pack gives you 4 full mocks on the real clock, 16 drills of 12 questions for the sections that cost you points, and a predictor that turns your mocks into the odds of reaching your target. One payment, no subscription, and your free score stays free.
Prep courses for these tests usually cost $19 to $129. The ISEE Pass Pack is US$39 (£29), once.
- 4
- timed mocks
- 16
- topic drills
- 1
- score predictor
What do ISEE Reading Comprehension questions look like?
A passage followed by questions on its main idea, details, inferences, word meaning, structure and tone. Every answer can be proved from the passage.
ISEE-style question 15 · Main idea
Which of the following best states the main idea of the passage?
- AThe French army invented the first reading system for blind people.
- BLouis Braille was injured in his father's workshop as a young child.
- CLouis Braille turned a complicated military code into a practical reading system for blind people.
- DBooks with raised letters were the best way for blind students to read.
Worked answer
C: Louis Braille turned a complicated military code into a practical reading system for blind people.. The passage follows Louis from his injury to inventing and spreading his six-dot system. The injury is only the starting point, and the army's "night writing" was a code for soldiers, not a reading system.
ISEE-style question 16 · Supporting detail
According to the passage, why were books with raised letters hard to use?
- ATracing each letter took so long that readers lost track of the sentence.
- BThe letters wore away after a few readings.
- CThey could be read only in the dark.
- DThey were printed only in Paris.
Show the answer
A: Tracing each letter took so long that readers lost track of the sentence.. The second paragraph says tracing each letter "took so long that a reader could forget the beginning of a sentence before reaching its end."
ISEE-style question 17 · Supporting detail
The "night writing" system was designed so that soldiers could:
- Awrite in a secret language enemies could not learn.
- Bsend messages faster than by telegraph.
- Cteach blind soldiers to read.
- Dread messages without using a light.
Show the answer
D: read messages without using a light.. The third paragraph says it let messages "be read in the dark without a light that might give away a position."
ISEE-style question 18 · Main idea
The passage is mainly about
- Ahow a routine record became valuable in a way no one expected
- Bwhy lighthouse keepers disliked their work
- Chow lighthouses were built and run
- Dthe dangers of storms at sea
Show the worked answer
A: how a routine record became valuable in a way no one expected. The first paragraph describes the plain, repetitive log; the second and third explain that this sameness now makes it useful to historians. The whole passage is about that unexpected value.
- Say each paragraph in a few words: a dull daily log; now a treasure for historians; the keepers never imagined it.
- Put them together: an ordinary record that turned out to be valuable.
- Only the first choice covers all three paragraphs.
The trap: Choosing "storms," which appears in one sentence. A main-idea answer has to fit the whole passage.
ISEE-style question 19 · Supporting detail
According to the passage, logs like this one are valuable to historians mainly because
- Athey were kept the same way, in the same place, for many years
- Bthey describe exciting rescues at sea
- Cthe keepers wrote them for scientists
- Deach entry is long and detailed
Show the worked answer
A: they were kept the same way, in the same place, for many years. The second paragraph gives the reason: "Because the entries were made in the same place, in the same way, for so many years," they form a long, unbroken record.
- Find the word "because" in paragraph 2.
- It gives the reason: same place, same way, many years.
- The third choice is contradicted in paragraph 3, and the fourth in paragraph 1.
The trap: Choosing an answer the passage contradicts. Each wrong choice here is ruled out by a specific line.
What do ISEE Mathematics Achievement questions look like?
School math with four choices: fractions and percents, equations, geometry and measurement, and data and probability, done by hand.
ISEE-style question 20 · Order of operations
What is the value of 3 + 2 × (6 − 3)² ÷ 2?
- A14
- B12
- C39
- D22.5
Worked answer
B: 12. Brackets first: 6 − 3 = 3. Then the exponent: 3² = 9. Then multiply and divide from left to right: 2 × 9 = 18, and 18 ÷ 2 = 9. Last, add: 3 + 9 = 12. Adding 3 + 2 first gives 22.5.
ISEE-style question 21 · Right triangles
A right triangle has a hypotenuse of 25 units and one leg of 7 units. How long is the other leg?
- A32 units
- B8 units
- C24 units
- D18 units
Show the answer
C: 24 units. a² + b² = c², so the missing leg² = 25² − 7² = 625 − 49 = 576, and the leg is √576 = 24. Subtracting the lengths (25 − 7 = 18) skips the squares.
ISEE-style question 22 · Fractions
What is 3/5 ÷ 3/10?
- A2
- B9/50
- C1/2
- D6/5
Show the worked answer
A: 2. Dividing by a fraction is multiplying by its reciprocal: 3/5 × 10/3 = 30/15 = 2.
- Flip the second fraction: 3/10 becomes 10/3.
- Multiply: 3/5 × 10/3 = 30/15.
- Simplify: 30/15 = 2.
The trap: Multiplying the fractions as written (9/50), which answers a different question.
ISEE-style question 23 · Geometry
A rectangle has a perimeter of 30 cm and a length of 9 cm. What is its area?
- A54 square cm
- B270 square cm
- C21 square cm
- D63 square cm
Show the worked answer
A: 54 square cm. Length plus width is half the perimeter: 30 ÷ 2 = 15, so the width is 15 − 9 = 6 cm. The area is 9 × 6 = 54 square cm.
- Half the perimeter is one length plus one width: 15 cm.
- Width = 15 − 9 = 6 cm.
- Area = 9 × 6 = 54 square cm.
The trap: Subtracting the length from the whole perimeter (30 − 9 = 21), forgetting that the perimeter counts each side twice.
ISEE-style question 24 · Statistics
The mean of four numbers is 15. Three of the numbers are 12, 18 and 10. What is the fourth number?
- A20
- B15
- C13
- D25
Show the worked answer
A: 20. Four numbers with a mean of 15 add up to 4 × 15 = 60. The three known numbers add up to 40, so the fourth is 60 − 40 = 20.
- Total = mean × count = 15 × 4 = 60.
- Known numbers: 12 + 18 + 10 = 40.
- Fourth number: 60 − 40 = 20.
The trap: Taking the mean of the three known numbers (about 13), which ignores that the four must average 15.
How do ISEE quantitative comparisons work?
Every comparison has the same four choices: Column A is greater, Column B is greater, the two are equal, or the relationship cannot be determined. "Cannot be determined" is right only when different allowed values give different answers.
| If... | Then choose |
|---|---|
| Both columns are plain numbers | Work them out; "cannot be determined" is never right |
| A letter appears, and every allowed value gives the same result | That result |
| A letter appears, and two allowed values give different results | The relationship cannot be determined |
| The information limits the letter (for example "x is negative") | Test only values that fit, including the edges |
The most common mistake is testing a single number. Two quick tries, a small whole number and something unusual like zero, a negative or a fraction, catch most traps.
What are ISEE essay prompts like?
A single prompt on a topic your child can answer from their own life or opinions, with 30 minutes to write. ERB does not score it; each school receives a copy. Here are practice prompts in that style, written for LifeScore.
- Describe a time you changed your mind about something that mattered to you. What made you change it?
- If you could add one class to your school's timetable, what would it be, and why would it be worth the time?
- Write about someone who has taught you something important outside a classroom.
- Some people say mistakes are the best teachers. Do you agree? Use an example from your own life.
- Describe a place that matters to you and explain why it matters.
- What is one thing you would change about your town or neighborhood, and how would you start?
A checklist to read the essay back against:
- Answer the exact prompt in the first two or three sentences, so the reader knows where the essay is going.
- Spend three to five minutes planning: one main point and two specific examples or moments.
- Write in paragraphs: an opening, two body paragraphs (one for each example) and a short closing.
- Use real details (a name, a place, what was said) instead of general statements like "it was a great experience."
- Write in your own voice. Schools read the essay to get to know the applicant, not to count long words.
- Keep the last three minutes to reread and fix missing words, spelling and sentences that run on.
How should my child use ISEE sample questions?
Answer each one before opening the working, keep a short list of the rule behind every miss, then take a full timed section to check the rules hold under the clock.
A sample set is small, so a good score here proves little on its own. A wrong answer, though, points straight at a skill to practise: a word to learn, a comparison tested with too few numbers, a reading answer that was not in the passage. Collect those and reread the list before each practice test.
Then take the free ISEE practice test, the full Middle Level at 160 questions on ERB's clocks, or a free 12-question drill for each section on the Middle Level practice page. The ISEE test guide explains the levels and scoring.
Are these like real ISEE questions?
They follow the sections, question types and formats ERB describes for the Middle Level, but they are original and none is a real ISEE question. ERB's free "What to Expect" guides have official examples for each level.
Every question here was written for LifeScore and checked by an independent re-solve that saw only the question and the choices. They are pitched at the Middle Level; Upper Level questions are harder, and Lower Level questions are easier and fewer. See the Upper Level and Lower Level guides for what changes.
Real ISEE sections also include a few unscored trial questions, which look like any other question. Your child cannot tell which ones they are, so the right habit is to answer every question as if it counts.
Frequently asked questions
Are these real ISEE questions?
Where can I find official ISEE questions?
Do these questions appear in your mocks?
How many questions are on the ISEE Middle Level?
Ready for a full section?
Four full ISEE-style Middle Level mocks, four drills for each section and every answer explained, for one payment.
The ISEE Pass Pack gives you 4 full mocks on the real clock, 16 drills of 12 questions for the sections that cost you points, and a predictor that turns your mocks into the odds of reaching your target. One payment, no subscription, and your free score stays free.
Prep courses for these tests usually cost $19 to $129. The ISEE Pass Pack is US$39 (£29), once.
- 4
- timed mocks
- 16
- topic drills
- 1
- score predictor