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GRE最新练习题第14部分

  22. the average (arithmetic mean)number of shirts

  sold per day during february was approximately what

  percent greater than the average number sold during

  january?

  (a) 10%

  (b) 20%

  (c) 30%

  (d) 40%

  (e) 70%

  questions 23-25 refer to the following graph.

  23. for which two uses of electricity was the ratio of

  the amounts of electricity used most nearly 3 to 1?

  (a) water heater and lights/small appliances

  (b) large appliances and lights/small appliances

  (c) air conditioner and water heater

  (d) air conditioner and lights/small appliances

  (e) air conditioner and large appliances

  24. the electricity used by the water heater was

  measured separately and its cost per kilowatt-hour was

  one-half the cost per kilowatt-hour of the rest of the

  electricity used. the cost of the electricity used by the

  water heater was most nearly what fraction of the total

  cost of all the electricity used?

  (a)

  (b)

  (c)

  (d)

  (e) it cannot be determined from the information

  given.

  25. in november the smythe household used the same

  total amount of electricity as in july, but the water

  heater used 33 percent of this total amount. by

  approximately what percent did the amount of

  electricity used by the water heater increase from july

  to november?

  (a) 13%

  (b) 33%

  (c) 50%

  (d) 65%

  (e) 130%

  26. one integer will be randomly selected from the

  integers 11 to 60, inclusive. what is the probability

  that the selected integer will be a perfect square or a

  perfect cube?

  (a) 0.1

  (b) 0.125

  (c) 0.16

  (d) 0.5

  (e) 0.9

  27. the measures of two angles of a parallelogram

  differ by 52 degrees. the number of degrees in the

  smaller angle is

  (a) 38

  (b) 52

  (c) 64

  (d) 76

  (e) 128

  28. the odds in favor of winning a game can be found

  by computing the ratio of the probability of wining to

  the probability of not winning. if the probability that

  pat will win a game is , what are the odds that pat

  will win the game?

  (a) 4 to 5

  (b) 4 to 9

  (c) 5 to 4

  (d) 5 to 9

  (e) 9 to 5

  29. if a, b, c, and d are consecutive integers such that

  a<b<c<d, then in terms of a, the sum a b d =

  (a) a 4

  (b) 2a 3

  (c) 3a 2

  (d) 3a 3

  (e) 3a 4

  30. 2 2 =

  (a) 2

  (b) 2

  (c) 2

  (d) 4

  (e) 4