搜索结果 | GMAT考满分，百万出国党的口碑之选。

GMAT考满分·题库

收录题目9362道

按指定内容搜索

搜索结果共2476条

来源	题目内容
Ready4	Kara's math average went down 20% from freshman year to sophomore year. During the same time, her history average went up 8%. If her combined average in the two classes went down 8%, what is the ratio of her history average during her freshman year to her math average during freshman year?
Ready4	A certain bakery that sells donuts and bagels reported that the revenue from donut sales in 2016 was up 12 percent from 2015 and the revenue from bagel sales in 2016 was down 3 percent from 2015. If total revenues from donut and bagel sales in 2016 were up 2 percent from 2015, what is the ratio of revenues from donut sales to bagel sales in 2015?
Ready4	A bookstore that sells print books and ebooks reported that revenue from print book sales in 2016 was up 8 percent from 2015 and revenue from ebook sales in 2016 was down 7 percent from 2015. If total revenues from print book sales and ebook sales in 2016 were up 2 percent from 2015, what is the ratio of revenues from print book sales to ebook sales in 2015?
Ready4	If $10 > \frac{3-x}{2}$ , which of the following must be true? I. $17 < x$ II. $-(x+17)$ is negative. III. $\| x+5 \| > 12$
Ready4	If $2 < \frac{5-x}{4}$ , which of the following must be true? I. $-(x+3)$ is positive. II. $\left \| x-2 \right \| < 5$ III. $3 < x$
Ready4	If $3 < \frac{8-x}{5}$ , which of the following must be true? I. $\|x+4\| > 3$ II. $7 < x$ III. $-(x+7)$ is positive.
Ready4	If $4 < \frac{7 - x}{3}$ , which of the following must be true? I. $5 < x$ II. $\|x + 3\| > 2$ III. $-(x + 5)$ is positive
Ready4	The function $v$ is defined for each positive three-digit integer $m$ by $v(m) = 2^{a}5^{b}7^{c}$ where $a, b$ and $c$ are the hundreds, tens, and units digits of $m$ respectively. If $s$ and $t$ are three-digit positive integers such that $v (s) = 125\cdot v(t)$ , then what is the value of $s-t$ ?
Ready4	If $k$ is a positive integer and $k^2$ is divisible by 60, then the largest positive integer that must divide $k$ is
Ready4	If $n$ is a positive integer and $n^2$ is divisible by 98, then the largest positive integer that must divide $n$ is
Ready4	If $n$ is a positive integer and $x+5=9^n$ , which of the following could be a value of $x$ ?
Ready4	If $n$ is a positive integer and $k+3=4^n$ , which of the following could be a value of $k$ ?
Ready4	If $m$ is a positive integer and $q+4=7^m$ , which of the following could NOT be a value of $q$ ?
Ready4	If n is a positive integer and $k + 2 = 3^{n},$ which of the following could NOT be a value of k?
Ready4	If $p, q,$ $r$ are positive integers such that $p$ is a divisor of $q$ , and $r$ is a multiple of $p$ , which of the following is NOT necessarily an integer?
Ready4	If $a, b$ and $c$ are positive integers such that $a$ is a multiple of $b$ , and $b$ is a factor of $c$ , which of the following is NOT necessarily an integer?
Ready4	If $a$ , $b$ , and $c$ are positive integers such that $a$ is a factor of $b$ , and $a$ is a multiple of $c$ , which of the following is NOT necessarily an integer?
Ready4	If x, y, and z are positive integers such that x is a factor of y, and x is a multiple of z, which of the following is NOT necessarily an integer?
Ready4	If $O$ is the center of the circle above, what fraction of the circular region is shaded?
Ready4	If $O$ is the center of the circle above, what fraction of the circular region is shaded?