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A group of \(630\) children is arranged in rows for a group photograph session. Each row contains three fewer children

A group of \(630\) children is arranged in rows for a group photograph session. Each row contains three fewer children than the row in front of it. What number of rows it is not possible?

A. \(3\)
B. \(4\)
C. \(5\)
D. \(6\)
E. \(7\)

OA D


What is the remainder when \(y^2\) is divided by \(6?\)

What is the remainder when \(y^2\) is divided by \(6?\)

1. \(y\) is a prime number greater than \(10\)

2. \(y\) is a positive odd number which is NOT divisible by \(3\)

OA D

by AAPL

Wed Mar 06, 2024 4:08 pm
Forum: Data Sufficiency
Topic: What is the remainder when \(y^2\) is divided by \(6?\)
Replies: 0
Views: 23

How many numbers between \(300\) and \(500\) are divisible by \(13?\)

How many numbers between \(300\) and \(500\) are divisible by \(13?\)

A. \(13\)
B. \(14\)
C. \(15\)
D. \(16\)
E. \(17\)

OA C


If \(x\) and \(y\) are nonzero integers, what is the ratio of \(3y\) to \(x?\)

If \(x\) and \(y\) are nonzero integers, what is the ratio of \(3y\) to \(x?\)

1) \(8x^3 = 27y^3\)

2) \(4x^2 = 9y^2\)

OA A


If \(x \neq –1\) and \(y \neq \pm 1,\) then what is the value of

If \(x \neq –1\) and \(y \neq \pm 1,\) then what is the value of \(\dfrac{(xy)^2-x^2}{(x+1)(y^2-1)}?\)

1) \(x={3}/{2}\)
2) \(y=2\)

OA A

by AAPL

Fri Mar 01, 2024 10:48 am
Forum: Data Sufficiency
Topic: If \(x \neq –1\) and \(y \neq \pm 1,\) then what is the value of
Replies: 0
Views: 19

What is the minimum area of cardboard required to make a rectangular box with no top?

What is the minimum area of cardboard required to make a rectangular box with no top?

1) The area of the bottom of the box is \(23\) square feet

2) The volume of the box is \(23\) cubic feet

OA E


In the figure above, \(JKLMN\) is a regular pentagon. Find the measure of \(\angle{KQL}\)

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In the figure above, \(JKLMN\) is a regular pentagon. Find the measure of \(\angle{KQL}\)

A. \(45\)
B. \(48\)
C. \(51\)
D. \(54\)
E. \(60\)

OA D


There is a square filed of \(500\,\text{m}\) long each. It has a compound wall along its perimeter. At one of its

There is a square field of side \(500\,\text{m}\) long each. It has a compound wall along its perimeter. At one of its corners, a triangular area of the field is to be cordoned off by erecting a straight-line fence. The compound wall and the fence will form its borders. If the length of the fence is...


A comics bookstore has comics of only Superman, Batman and Flash. What percent of all comics in the store is on Batman?

A comics bookstore has comics of only Superman, Batman and Flash. What percent of all comics in the store is on Batman?

1) The ratio of the number comics of Flash, Batman, and Superman, in the library, is \(2{:}7{:}5\)
2) There are \(14\) Batman comics in the library

OA A


The number line above shows the position of a point that has coordinate \(x.\) Which of the following statements about

2017-07-12_1248.png
The number line above shows the position of a point that has coordinate x. Which of the following statements about x must be true?

I. \(2 < x < 4\)
II. \(- x < - 3\)
III. \(0 < 2x - 3 < 1\)

A. I only
B. II only
C. III only
D. I and II
E. I and III

OA A


During \(1996, 17,500\) patients were admitted to Warehall Hospital, and exactly one sixth of these patients were

During \(1996, 17,500\) patients were admitted to Warehall Hospital, and exactly one sixth of these patients were discharged within one day. Of those patients discharged within one hour, one fourth were seen by only one doctor. How many patients during \(1996\) were seen by only one doctor? 1) Of th...


If a rational number \(r\) satisfies \(0 < r < 1,\) which one is the minimum among the following choices?

If a rational number \(r\) satisfies \(0 < r < 1,\) which one is the minimum among the following choices?

A. \(r\)
B. \(-r\)
C. \(\dfrac{-1}{r}\)
D. \(-r^2\)
E. \(\dfrac{-1}{r^2}\)

OA E