## Search found 2257 matches

#### If John has exactly 10 coins each of which was minted in 1910, 1920, or 1930, how many of his coins were minted in 1920?

##### If John has exactly 10 coins each of which was minted in 1910, 1920, or 1930, how many of his coins were minted in 1920?

If John has exactly 10 coins each of which was minted in 1910, 1920, or 1930, how many of his coins were minted in 1920?

(1) Exactly 6 of his coins were minted in 1910 or 1920.
(2) Exactly 7 of his coins were minted in 1920 or 1930.

Source: GMAT Prep

#### Greg assembles units of a certain product at a factory. Each day he is paid $2.00 per unit for the first 40 units that ###### Problem Solving ##### Greg assembles units of a certain product at a factory. Each day he is paid$2.00 per unit for the first 40 units that

Greg assembles units of a certain product at a factory. Each day he is paid $2.00 per unit for the first 40 units that he assembles and$2.50 for each additional unit that he assembles that day. If Greg assembled at least 30 units on each of two days and was paid a total of \$180.00 for assembling un...

#### Frequencies greater than or equal to 22 kHz are inaudible to the human ear. Is frequency F audible to the human ear?

##### Frequencies greater than or equal to 22 kHz are inaudible to the human ear. Is frequency F audible to the human ear?

Frequencies greater than or equal to 22 kHz are inaudible to the human ear. Is frequency F audible to the human ear?

(1) Frequency G is 16 kHz.
(2) Frequency F is three kHz higher than Frequency G.

Source: Veritas Prep

#### A sequence of numbers $$a_1, a_2, a_3,\ldots$$ is defined as follows: $$a_1=3, a_2=5,$$ and every term in the sequence

##### A sequence of numbers $$a_1, a_2, a_3,\ldots$$ is defined as follows: $$a_1=3, a_2=5,$$ and every term in the sequence

A sequence of numbers $$a_1, a_2, a_3,\ldots$$ is defined as follows: $$a_1=3, a_2=5,$$ and every term in the sequence after $$a_2$$ is the product of all terms in the sequence preceding it, e.g, $$a_3=(a_1)(a_2)$$ and $$a_4=(a1)(a2)(a3).$$ If $$a_n=t$$ and $$n>2,$$ what is the value of $$a_{n+2}$$ ...

#### At the 2016 convention for Aim Far Motivational Society (AFMS), each AFMS member had the option of inviting just one non

##### At the 2016 convention for Aim Far Motivational Society (AFMS), each AFMS member had the option of inviting just one non

At the 2016 convention for Aim Far Motivational Society (AFMS), each AFMS member had the option of inviting just one non-member guest. Attending as the single guest of a member is the only way a non-member would be able to attend the convention. At the 2016 convention, of the AFMS Convention Hall’s ...

#### Employee $$X$$'s annual salary is $$\12,000$$ more than half of Employee $$Y$$'s annual salary. Employee $$Z$$'s annual

##### Employee $$X$$'s annual salary is $$\12,000$$ more than half of Employee $$Y$$'s annual salary. Employee $$Z$$'s annual

Employee $$X$$'s annual salary is $$\12,000$$ more than half of Employee $$Y$$'s annual salary. Employee $$Z$$'s annual salary is $$\15,000$$ more than half of Employee $$X$$'s annual salary. If Employee $$X$$'s annual salary is $$\27,500,$$ which of the following lists these three people in orde...

#### Let $$abc$$ denote the digits of a three-digit number. Is this number divisible by $$7?$$

##### Let $$abc$$ denote the digits of a three-digit number. Is this number divisible by $$7?$$

Let $$abc$$ denote the digits of a three-digit number. Is this number divisible by $$7?$$

(1) The two-digit number $$bc$$ is divisible by $$7.$$

(2) $$a + b + c = S,$$ and $$S$$ is divisible by $$7.$$

Source: Magoosh

#### What is the remainder when $$2^{83}$$ is divided by $$9?$$

##### What is the remainder when $$2^{83}$$ is divided by $$9?$$

What is the remainder when $$2^{83}$$ is divided by $$9?$$

(A) -4
(B) 0
(C) 4
(D) 5
(E) 8

Source: Veritas Prep

by VJesus12

Fri Jan 28, 2022 5:29 am
Forum: Problem Solving
Topic: What is the remainder when $$2^{83}$$ is divided by $$9?$$
Replies: 0
Views: 7

#### If $$S$$ is a set of distinct positive multiples of $$5,$$ what is the smallest element of $$S?$$

##### If $$S$$ is a set of distinct positive multiples of $$5,$$ what is the smallest element of $$S?$$

If $$S$$ is a set of distinct positive multiples of $$5,$$ what is the smallest element of $$S?$$

(1) The mean of $$S$$ and the median of $$S$$ both equal $$20.$$
(2) The largest element of $$S$$ is $$40.$$

Source: Princeton Review

#### Find the product of the integer values of $$x$$ that satisfy the inequality $$\dfrac{(x^2-4)^3}{(x-5)^5(x^2-9)^4} > 0.$$

##### Find the product of the integer values of $$x$$ that satisfy the inequality $$\dfrac{(x^2-4)^3}{(x-5)^5(x^2-9)^4} > 0.$$

Find the product of the integer values of $$x$$ that satisfy the inequality $$\dfrac{(x^2-4)^3}{(x-5)^5(x^2-9)^4} > 0.$$

A. -2
B. -1
C. 0
D. 1
E. 2

Source: e-GMAT

#### What is the value of $$k?$$

##### What is the value of $$k?$$

What is the value of $$k?$$

(1) $$2^k = \dfrac18$$
(2) $$4^{k + 3} = 1$$

Source: GMAT Prep

by VJesus12

Fri Jan 28, 2022 5:17 am
Forum: Data Sufficiency
Topic: What is the value of $$k?$$
Replies: 0
Views: 7

#### For a certain integer $$x,$$ the units digit of $$(x+2)^2$$ is $$9.$$ Which of the following could be the units digit of

##### For a certain integer $$x,$$ the units digit of $$(x+2)^2$$ is $$9.$$ Which of the following could be the units digit of

For a certain integer $$x,$$ the units digit of $$(x+2)^2$$ is $$9.$$ Which of the following could be the units digit of $$|x+1|?$$

A. 0
B. 3
C. 4
D. 5
E. 7

Source: Veritas Prep

#### If $$|a + 5| = |b + 5|$$ what is the value of $$a + b?$$

##### If $$|a + 5| = |b + 5|$$ what is the value of $$a + b?$$

If $$|a + 5| = |b + 5|$$ what is the value of $$a + b?$$

(1) $$b > 5$$ and $$a < 5$$

(2) $$b = 10$$

Source: Veritas Prep

by VJesus12

Thu Jan 13, 2022 5:10 am
Forum: Data Sufficiency
Topic: If $$|a + 5| = |b + 5|$$ what is the value of $$a + b?$$
Replies: 0
Views: 95

#### If $$x$$ is a negative integer and $$2 < x^2 < 36,$$ what is the least possible value of $$|2x + 11|?$$

##### If $$x$$ is a negative integer and $$2 < x^2 < 36,$$ what is the least possible value of $$|2x + 11|?$$

If $$x$$ is a negative integer and $$2 < x^2 < 36,$$ what is the least possible value of $$|2x + 11|?$$

A. 7
B. 5
C. 3
D. 1
E. 0

Source: GMAT Club Tests

#### If the average (arithmetic mean) of six different numbers is 25, how many of the numbers are greater than 25?

##### If the average (arithmetic mean) of six different numbers is 25, how many of the numbers are greater than 25?

If the average (arithmetic mean) of six different numbers is 25, how many of the numbers are greater than 25?

(1) None of the six numbers is greater than 50.

(2) Three of the six numbers are 7, 8, and 9, respectively.