ISEE Primary 4: Structure and Preparation for Grade 4 Applicants

Who takes Primary 4

This section explains which students sit this level. The ISEE level is set by the grade a student is applying to enter, not by the grade the student attends at the time of the test. Primary 4 is the last of the three Primary entry points and the one closest to the Lower Level in format.

Applying to	Level	Students are usually in
Grade 3	Primary 3	Grade 2
Grade 4	Primary 4	Grade 3
Grades 5–6	Lower Level	Grades 4–5

Source: E3n, ISEE overview (admission.org), checked 2026-08-24.

A family that delays the application by a year changes the level as well. A student who would have taken Primary 4 for grade 4 and instead applies to grade 5 takes the Lower Level. The levels overview shows all six entry points side by side, and the Primary 3 page describes the level one step below.

Structure of the test

This section lists what the test contains. Primary 4 has two scored sections, both answered in the test format the family selects at registration, and no writing section.

Section	Scored	Notes
Reading	Yes	Passages followed by comprehension questions
Mathematics	Yes	Number sense, operations and word problems
Essay	Not given	Applicants to grades 2–4 do not write an essay
Auditory Comprehension	Not given	Appears only at Primary 2

Source: E3n, ISEE overview (admission.org), checked 2026-08-24.

Per-section question counts and time limits for Primary 4 are not listed on admission.org. This page therefore states none, and families should rely on the figures shown in the parent account when registering. Any third-party figure for this level that cannot be traced to admission.org should be treated with caution. The test dates page explains the three testing seasons and the one-test-per-season rule.

What makes this level hard

This section describes the changes that families most often notice when moving from Primary 3. The test is still short compared with the Lower Level, but several demands rise together.

Longer reading. Passages are generally longer, and questions begin to ask for the main idea or an inference, not only a detail that can be found by scanning. A student who answers detail questions correctly may still struggle when the answer must be assembled from two sentences.

Multi-step mathematics. Word problems more often require two or more operations, and the order of those operations has to be chosen by the student. Separating two sources of error helps: some mistakes come from misreading what the problem asks, and others from arithmetic. They need different practice.

Sustained attention. Students in grade 3 are asked to work through two timed sections in a single sitting, using a format that may be unfamiliar. Pacing is a skill that develops through repetition, and it is easier to build early than to repair close to the test date.

English-language load. For students who speak another language at home, the mathematics itself is often secure while the phrasing of the problem, the units and the story context cause the loss. Practice that includes reading problems aloud and restating them in the student’s own words addresses this directly.

Original examples

The item below illustrates the multi-step reasoning described above. It is written in the style of a Primary 4 word problem and is not drawn from any E3n or third-party material.

Example 1 (Mathematics · Multi-step word problem)

Noor is reading a book with 120 pages. She reads 15 pages on each of 4 weekdays and 22 pages on Saturday. How many pages does she still have to read?

(A) 38 (B) 60 (C) 82 (D) 98

Explanation

A. The problem takes three steps. First, the weekday pages: 15 × 4 = 60. Second, add Saturday: 60 + 22 = 82 pages read so far. Third, subtract from the total: 120 − 82 = 38 pages remain.

(B) 60 counts only the weekday pages as read and leaves out Saturday. (C) 82 is the number of pages already read, not the number remaining, so it stops one step early. (D) 98 subtracts only Saturday’s 22 pages from 120 and ignores the weekdays. The final question, “still have to read”, is the quickest check: a student should confirm that the number chosen describes what is left, not what is finished.

Original practice item written by the ISEEPrep teaching team; not a question from the actual ISEE.

A preparation route

This section gives the order of work for a Primary 4 applicant. The length of each stage depends on the student’s starting point; families commonly allow three to four months before the first test, and a short assessment helps set the balance between stages.

Stage	Goal	Typical work
1. Diagnose	Separate knowledge gaps from pacing problems	Complete one short Reading set and one Mathematics set untimed, then similar sets timed, and compare accuracy
2. Build foundations	Close gaps in reading and word problems	Reading: summarize each passage in two sentences and point to the supporting line. Mathematics: restate the question, then plan the steps before calculating
3. Add timing	Develop a sense of time per question	Time small groups of questions first, then lengthen to a full section
4. Practice continuously	Adjust to working through both sections in one sitting	Complete a full-length session in the format the student will use, practicing skipping and returning
5. Settle	Keep performance steady	Review familiar material only; add nothing new in the final days

Practice results should be read as information about habits, not as predicted scores. A short practice set cannot be converted into an ISEE score.

If the timed set is clearly weaker than the untimed set, the student knows the material and needs pacing practice. If both are weak, foundations come first and timing follows. Beginning with repeated full-length sessions, before this distinction is made, tends to produce frustration without a clear next step.

Moving toward the Lower Level

This section shows how the next level differs, because Primary 4 skills carry forward even though the test does not. Applicants to grades 5–6 take the Lower Level, which introduces four scored sections and an unscored essay.

Lower Level section	Questions	Minutes
Verbal Reasoning	34	20
Quantitative Reasoning	38	35
Reading Comprehension	25	25
Mathematics Achievement	30	30
Essay (unscored, sent to schools)	1	30

Source: E3n, ISEE overview (admission.org), checked 2026-08-24.

The four scored sections total 127 questions in 110 minutes. Verbal Reasoning and Quantitative Reasoning are new question types, so ISEEPrep does not recommend practicing them during Primary 4 preparation. A better use of that time is wide reading, steady vocabulary growth and careful work on word problems, all of which transfer directly. The Lower Level page covers that test in full.

For guidance on how to sequence the first attempt and a possible second attempt within a school year, a free consultation with the teaching team is available.