gre數(shù)學(xué) 算術(shù)重點(diǎn)試題3

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            gre數(shù)學(xué) 算術(shù)重點(diǎn)試題3

              gre考試改革后,很多考生都覺得題難,如果覺得復(fù)習(xí)GRE數(shù)學(xué)考試比較難不妨從這些題目練習(xí)開始,每篇都是按照分類給大家列舉了一些典型題目,本篇主要是針對(duì)gre數(shù)學(xué)考試算術(shù)方面的典型題目及答案。

              21. The sum of n different positive integers is less than 100. What is the greatest possible value of n?

              A.10

              B.11

              C.12

              D.13

              E.14

              答案:D

              22.If p is a prime number greater than 11, and p is the sum of the two prime numbers x and y, then x could be which of the following?

              A.2

              B.5

              C.7

              D.9

              E.13

              答案:A

              23.Of the positive integers that are multiples of 30 and are less than or equal to 360, what fraction are multiples of 12?

              A.1/6

              B.1/5

              C.1/3

              D.2/5

              E.1/2

              答案:E

              24.If x, y and z are consecutive integers and x

              . xyz is even.

              . x+y+z is even.

              . is odd.

              A. None

              B. only

              C. only

              D.andonly

              E. ,and

              答案:D

              25.The product of two consecutive positive integers cannot be

              A. a prime number

              B. divisible by 11

              C. a multiple of 13

              D. an even number less than 10

              E. a number having 4 as its units digit.

              答案:E

              26.When a certain number is divided by 7, the remainder is 0. If the remainder is not 0 when the number is divided by 14, then the remainder must be

              A.1

              B.2

              C.4

              D.6

              E.7

              答案:E

              27.How many of the positive integers less than 25 are 2 less than an integer multiple of 4?

              A.2

              B.3

              C.4

              D.5

              E.6

              答案:E

              28. If y is the average of n consecutive positive integers, n1,what is the sum of the greatest and least of these integers?

              A. 2y

              B. ny

              C. y/2

              D. y/n

              E.2n/y

              答案:A

              29.A positive integer with exactly two different divisors greater than 1 must be

              A. a prime

              B. an even integer

              C. a multiple of 3

              D. the square of a prime

              E. the square of an odd integer

              答案:D

              30.What is the least prime number greater than 83?

              A.85

              B.87

              C.88

              D.89

              E.91

              答案:D

              以上每道題目都是關(guān)于gre數(shù)學(xué)考試算術(shù)的典型題目,考生可以根據(jù)題目來(lái)復(fù)習(xí)知識(shí)點(diǎn),這樣更有針對(duì)性。

              

              gre考試改革后,很多考生都覺得題難,如果覺得復(fù)習(xí)GRE數(shù)學(xué)考試比較難不妨從這些題目練習(xí)開始,每篇都是按照分類給大家列舉了一些典型題目,本篇主要是針對(duì)gre數(shù)學(xué)考試算術(shù)方面的典型題目及答案。

              21. The sum of n different positive integers is less than 100. What is the greatest possible value of n?

              A.10

              B.11

              C.12

              D.13

              E.14

              答案:D

              22.If p is a prime number greater than 11, and p is the sum of the two prime numbers x and y, then x could be which of the following?

              A.2

              B.5

              C.7

              D.9

              E.13

              答案:A

              23.Of the positive integers that are multiples of 30 and are less than or equal to 360, what fraction are multiples of 12?

              A.1/6

              B.1/5

              C.1/3

              D.2/5

              E.1/2

              答案:E

              24.If x, y and z are consecutive integers and x

              . xyz is even.

              . x+y+z is even.

              . is odd.

              A. None

              B. only

              C. only

              D.andonly

              E. ,and

              答案:D

              25.The product of two consecutive positive integers cannot be

              A. a prime number

              B. divisible by 11

              C. a multiple of 13

              D. an even number less than 10

              E. a number having 4 as its units digit.

              答案:E

              26.When a certain number is divided by 7, the remainder is 0. If the remainder is not 0 when the number is divided by 14, then the remainder must be

              A.1

              B.2

              C.4

              D.6

              E.7

              答案:E

              27.How many of the positive integers less than 25 are 2 less than an integer multiple of 4?

              A.2

              B.3

              C.4

              D.5

              E.6

              答案:E

              28. If y is the average of n consecutive positive integers, n1,what is the sum of the greatest and least of these integers?

              A. 2y

              B. ny

              C. y/2

              D. y/n

              E.2n/y

              答案:A

              29.A positive integer with exactly two different divisors greater than 1 must be

              A. a prime

              B. an even integer

              C. a multiple of 3

              D. the square of a prime

              E. the square of an odd integer

              答案:D

              30.What is the least prime number greater than 83?

              A.85

              B.87

              C.88

              D.89

              E.91

              答案:D

              以上每道題目都是關(guān)于gre數(shù)學(xué)考試算術(shù)的典型題目,考生可以根據(jù)題目來(lái)復(fù)習(xí)知識(shí)點(diǎn),這樣更有針對(duì)性。

              

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