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98条

来源	题目内容
191020	There is a triangle where the ratio of three internal angles is 5:15:16. What is the degree of the smallest angle?
191020	How many diagonals of a regular nonagon?
191020	What is the value of 1+2+3+4+5+6--+99+100 ?
191020	Taking three numbers out of twenty consecutive integers, then how many cases where the three numbers are not consecutive?
191020	Is√ab an integer? 1: √a is not an integer 2: √b is not an integer
191020	What is the value of the difference between the mean of the smallest thirty positive integers and that of the smallest thirty non-negative integers?
191020	The triangle ABC is a right-angled triangle, and B is the right angle. If a point D is on AC, is the triangle BCD an isosceles triangle? (1) BD = AD (2) D is the midpoint of AC
191020	It is given that a/(a+b)=5,what is the value of b/(a+b)
191020	It is given that:y = x^2+ bx+ 4, which of the following values about "b" can make that equation have no intersection point with x-axis? I. -2 II. 0 III. 4
191020	Is x-y>0 ? 1:y<0 2:2x-y>0
191020	As shown in the figure, There is a table, in which the middle area is a rectangle with length of 100 inches and 75 inches in width. What is the value of approximate side length of the table?
191020	There is an initial capital of $ 10,000 used for investment, of which x $ are invested for project with return rate of 3%, ($ 10000-x) for project with return rate of 7%, finally the total interest is 480. What is the value of x?
191020	If 4^4^4=2^2^x, what is the value of x ?
191020	It is given that: $$T_n$$ = 1 + 2 +3+. . . + n, so is $$T_n$$ an odd number? 1: $$T_{n+1}$$ is odd 2: $$T_{2n}$$ is even
191020 还原机经选题	If abc, bca, and cab are three-digits positive integers, what is the smallest prime factor of the sum of these three-digits positive integers? 1:a+b=c 2:c=2
191020	p and q are different prime numbers. How many factors does A=paqb have? 1: a = 2, b = 3 2: p = 5, q = 7
191020	After Tom walked from A to B, he decided to start going back. When he reached 10% of the whole journey,what fraction of the total round trip is the trip he has traveled?
191020	It is given that:√x and √y are integers, which of the following must be an integer? I. √x√y II. √(x+y) III. √x/√y
191020	If two lines are parallel, what is the value of x?
191020	As shown in the figure, a ball will move from point A to point E, so how many different ways to move?