ISEE Middle Level:Preparation for Grades 7–8 Admission

Who takes the Middle Level

This section explains which students take the Middle Level. The ISEE (Independent School Entrance Exam, the admission test used by many US private schools) is organised by ERB (Educational Records Bureau, now part of E3n). It is levelled by the grade a student is applying to enter, not by the grade the student currently attends; this is the point parents most often misunderstand.

Current grade	Grade applying to	Level to take
Grade 6	Grade 7	Middle Level
Grade 7	Grade 8	Middle Level
Grade 8	Grade 9	Upper Level

Source: official ERB ISEE materials.

In Irvine, a grade 6 student who plans to enter grade 7 at a private school the following fall takes the Middle Level, as does a grade 7 student applying to transfer into grade 8.

The test organiser divides the ISEE into four main levels: Primary, Lower, Middle and Upper. The Primary Level is further divided by entry grade (2, 3 and 4), which gives four main levels and six entry-grade versions. Within this system the Middle Level has two distinguishing features:

1. It is the first level with the same number of questions and the same timing as the Upper Level.
2. It covers grade 7, the entry year at many private middle schools, so applications are concentrated at this level.

Middle Level structure, content and scoring

This section sets out the parts of the Middle Level, the number of questions and time allowed for each part, what each part measures according to the test organiser, and the three measures on the score report.

Sections and timing

In addition to the four scored sections there is one unscored essay, with two breaks during the test.

Order	Section	Questions	Time	Average per question
1	Verbal Reasoning	40	20 min	about 30 sec
2	Quantitative Reasoning	37	35 min	about 57 sec
—	Break	—	10 min	—
3	Reading Comprehension	36	35 min	about 58 sec (including reading)
4	Mathematics Achievement	47	40 min	about 51 sec
—	Break	—	10 min	—
5	Essay (unscored)	1 prompt	30 min	—
Total		161 (including the essay prompt)	2 hr 40 min, plus two breaks

Source: official ERB ISEE materials. The “average per question” column is calculated by EDUBUS from the official question counts and times.

What each section measures

Each section measures a different skill. The official descriptions below also form the basis on which EDUBUS divides its teaching into modules.

Section	What the test organiser states it measures
Verbal Reasoning	Two question types, synonyms and sentence completions; tests vocabulary and reasoning
Quantitative Reasoning	Estimation, logic, comparing quantities, interpreting data and graphs, measurement; mathematical thinking with little or no calculation
Reading Comprehension	Main ideas and supporting details, inference, vocabulary from context, organisation and logic, tone, style, point of view and figurative language
Mathematics Achievement	Numbers and operations, algebra, geometry, measurement, data analysis and probability, problem solving; calculation required, and some questions test mathematical terminology
Essay	A short essay on a randomly selected prompt; the original is sent only to the schools the family selects

Source: official ERB ISEE materials.

Three measures on the score report

A score report contains three kinds of numbers, each with a different meaning.

Measure	Official definition
Scaled score	760 to 940 for each scored section, converted from the number of correct answers; comparable across test forms
Percentile	1 to 99; the share of students in the same-grade norm group who scored the same or lower; the norm group is students who tested over the past three years
Stanine	1 to 9, derived by dividing percentiles into nine bands; stanines 7 to 9 together cover the top 23 percentile points

Source: official ERB ISEE materials.

When Irvine parents refer to a “9999”, they mean a stanine of 9 on all four scored sections; the term does not indicate that every question was answered correctly. The test organiser also notes that each multiple-choice section includes several unscored trial questions intended for future editions of the test. EDUBUS advises students to answer every question as though it counts.

Key difficulties at the Middle Level

This section describes the main changes from the level below and the competitive conditions of grade 7 applications.

Changes from the Lower Level

Many Irvine students have taken or practised the Lower Level. At the Middle Level most sections contain more questions, and the required pace increases noticeably. The table compares only the official question counts and times.

Section	Lower Level	Middle Level
Verbal Reasoning	34 questions · 20 min	40 questions · 20 min
Quantitative Reasoning	38 questions · 35 min	37 questions · 35 min
Reading Comprehension	25 questions · 25 min	36 questions · 35 min
Mathematics Achievement	30 questions · 30 min	47 questions · 40 min
Total time	2 hr 20 min + two breaks	2 hr 40 min + two breaks

Source: official ERB ISEE materials.

In the assessment of EDUBUS advisors, the largest changes are in Verbal Reasoning and Mathematics Achievement, while Reading Comprehension places greater demands on sustained concentration.

Section	Change	Demand on the student
Verbal Reasoning	6 more questions in the same 20 minutes; average time per question falls from about 35 seconds to about 30	There is no time to eliminate every option in turn; the student must recognise word meanings directly
Mathematics Achievement	17 more questions with only 10 more minutes	Arithmetic must be both accurate and fluent
Reading Comprehension	11 more questions and 10 more minutes	Sustained concentration is more likely than comprehension of any single passage to become the weak point

Competition in the grade 7 entry window

This section explains why application pressure at the Middle Level is concentrated in grade 7.

In the assessment of EDUBUS advisors, many private schools that run grades 7–12 or have a middle school division treat grade 7 as the entry year. Most new places are offered in that year, and grade 8 usually fills only the places left by departing students. A grade 7 applicant therefore competes with well-prepared peers for the same group of places. The test organiser also calculates percentiles by entry grade, so a grade 7 applicant is compared only with students who applied to grade 7 over the past three years. Middle Level preparation should therefore focus not only on the number of correct answers but also on the student’s standing among applicants to the same grade. Families applying to grade 8 face fewer openings and should confirm early with each target school whether it expects any places that year.

Four original sample questions

These questions were written by the EDUBUS teaching team at Middle Level difficulty. They are not taken or adapted from official samples or any question bank.

Sample question 1 (Verbal Reasoning · Sentence completion)

Although the new coach seemed ______ at first, the players soon learned that her strict rules came from genuine concern for their safety. (A) generous (B) harsh (C) forgetful (D) cheerful

Explanation

The correct answer is B. “Although” signals a contrast: the first half of the sentence gives the players’ first impression, and the second half gives what they learned later. Because the strict rules turned out to come from genuine concern, the first impression must have been that the coach was severe or unkind, which is the meaning of “harsh”.

(A) “Generous” has no connection with strict rules and creates no contrast. (C) “Forgetful” is unrelated to either rules or safety. (D) “Cheerful” is a positive first impression, so the two halves of the sentence would no longer contrast.

Skill tested: using a contrast signal word to determine the direction the blank must take. With about 30 seconds per Middle Level Verbal Reasoning question, the most efficient method is to locate the signal word first and then decide whether the blank is positive or negative.

Sample question 2 (Quantitative Reasoning · Quantitative comparison)

x is an integer, and 3 < x < 7. Column A: x²　　Column B: 5x (A) The quantity in Column A is greater. (B) The quantity in Column B is greater. (C) The two quantities are equal. (D) The relationship cannot be determined from the information given.

Explanation

The correct answer is D. The integer x can only be 4, 5 or 6. When x = 4, Column A is 16 and Column B is 20, so Column B is greater. When x = 5, both columns equal 25. When x = 6, Column A is 36 and Column B is 30, so Column A is greater. All three relationships occur, so the relationship cannot be determined.

(A) is the conclusion a student reaches after testing only 6, (B) after testing only 4, and (C) after testing only 5. Each incorrect option corresponds to the error of testing a single value.

Skill tested: the core method for quantitative comparison. When the conditions allow several values, test the boundary values and any special values. An alternative is to subtract the columns, giving x(x − 5), and check its sign at x = 4, 5 and 6.

Sample question 3 (Reading Comprehension · Inference)

When the city of Marston replaced its old streetlights with bright LED lamps, residents praised the lower electricity bills. Within a year, however, a local birdwatching group noticed that fewer migrating warblers were stopping in the city’s parks. The group’s volunteers had counted birds every spring and fall for years, and their records showed that the drop began the same season the new lights were installed. Many songbirds migrate at night and use the stars to find their way. The volunteers asked the city council to consider dimmer, warmer-colored bulbs during the migration months.

The volunteers most likely believe that (A) the LED lamps cost more to operate than the old streetlights (B) the brighter lights may be confusing birds that travel at night (C) warblers no longer pass through the region at all (D) the city should remove all of its streetlights permanently

Explanation

The correct answer is B. The passage places three facts side by side: the decline began in the same season the lights were changed; many songbirds migrate at night and navigate by the stars; and the volunteers asked for dimmer, warmer bulbs during the migration months. Together these facts support the inference that the volunteers believe the brighter lights may be disorienting birds that travel at night.

(A) contradicts the passage, which states that residents praised the lower electricity bills. (C) goes beyond the passage, which states that “fewer” warblers were stopping, not that none were. (D) also goes beyond the passage, because the volunteers asked only for dimmer bulbs during the migration months, not for the permanent removal of the streetlights.

Skill tested: the standard for inference questions. The correct answer must be supported by the text without going beyond it. Options containing absolute words such as “all”, “never” or “permanently” should be checked carefully against the passage.

Sample question 4 (Mathematics Achievement · Percent)

A jacket is on sale for 20% off its original price. At the register, the sale price is reduced by another 10%. The final price is the same as a single discount of what percent off the original price? (A) 28% (B) 30% (C) 70% (D) 72%

Explanation

The correct answer is A. Let the original price be 100. After a 20% discount the price is 80; a further 10% discount gives 80 × 0.9 = 72. The final price is 72% of the original, which is equivalent to a single discount of 28%.

(B) adds the two percentages directly and ignores the fact that the second discount applies to the already reduced price. (C) is the share remaining after a 30% discount, which results from the same addition error. (D) 72% is the final price as a share of the original, not the size of the discount; it answers a different question from the one asked.

Skill tested: successive percent changes, together with careful reading of what the question asks. With about 51 seconds per Mathematics Achievement question, setting the original price at 100 prevents most calculation errors.

Preparation route worked back from the application deadline

This section first gives an example of one target school’s application dates and then sets out a month-by-month preparation plan.

Application dates example: Sage Hill School

Sage Hill School in Orange County states on its admission page that for the 2027–28 school year it accepts applications for grades 7 through 12, that the online application opened on September 1, 2026, and that official ISEE or SSAT scores must arrive by the January 31 deadline. Students are interviewed without parents present, and the application also requires recommendations from the student’s current English teacher and current mathematics teacher.

Item	Sage Hill School (entry for 2027–28)
Grades accepting applications	Grades 7–12
Online application opens	September 1, 2026
Testing requirement	ISEE or SSAT (either one)
Deadline for scores and materials	January 31, 2027
At-home test results	At-home online test proctored by ERB or Prometric accepted

Source: Sage Hill School, How to Apply.

Month-by-month plan

The table below assumes a student applying to grade 7 and runs from the spring of grade 5 to the application deadline in grade 6. For grade 8 applicants, every row moves one year later. The month-by-month plan is an EDUBUS recommendation; testing seasons and school dates come from the official sources.

When	Student’s grade	Tasks
March to May	Spring of grade 5	Complete a diagnostic test to establish a baseline in all four sections; list target schools and confirm whether each requires the ISEE or the SSAT
June to July	Summer before grade 6	Build vocabulary systematically; in mathematics, consolidate topics already taught but not yet fluent, following the official content strands; begin timed reading
August to September	Start of grade 6	Begin the fall class; school applications open (Sage Hill School opened its 2027–28 application on September 1, 2026); register for a fall-season test date
October to November	Fall of grade 6	Take the first official test in the fall season; after results are released, identify the weaker sections
December to early January	Fall of grade 6	If a retest is needed, schedule it early in the winter season; online results usually take 3 to 5 days and paper results 5 to 10 days
January	Winter of grade 6	Select the schools that will receive scores and submit materials; the Sage Hill School deadline for 2027–28 is January 31, 2027

Source: official ERB ISEE materials and the Sage Hill School How to Apply page.

EDUBUS recommends taking the first official test in the fall season and reserving the winter season for a retest, for the following reasons:

1. A student may test only once per season, so a student who does not test in the fall has only one winter attempt before most deadlines.
2. Winter test dates fall close to the January deadlines, which leaves a limited margin for results and score reports.

Families who begin preparing in late September or October should first complete a diagnostic test and then decide whether a fall test date is realistic, rather than scheduling a test in haste simply to use the season.

EDUBUS Middle Level courses

EDUBUS offers three course formats for the Middle Level. Each may be taken on its own or in combination.

Format	What it includes
Fall class	17 weeks, in three modules (Verbal Reasoning, Reading Comprehension, Quantitative Reasoning and Mathematics); enrolment in one module or all three
Private tutoring	Hour packages that include a trial lesson; suited to students who need support in one section or who have irregular schedules
EDUBUS ISEE online learning system	Developed in-house: section-by-section practice, full-length simulated tests, error analysis and daily vocabulary check-ins; monthly, quarterly or annual subscription

Source: EDUBUS 2026–27 Irvine course schedule. For prices, see the courses page.

In the assessment of EDUBUS advisors, most Middle Level students are applying to private schools at the same time, so the test, the application materials and the interviews all fall within the same fall. At EDUBUS, ISEE preparation and private school applications are scheduled by the same team, which allows test dates, score reports and each school’s deadline to be placed on one calendar. Results in which EDUBUS students achieved a stanine of 9 on all four scored sections are drawn from EDUBUS’s own student records, and an EDUBUS advisor explains how those records are counted during a consultation.

Families who are not yet certain of the gap between the student’s current level and a target school’s expectations may begin by booking a Middle Level placement assessment on the courses page and then choose a course format.