[外语类试卷]GMAT(QUANTITATIVE)数学模拟试卷4及答案与解析.doc
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1、GMAT( QUANTITATIVE)数学模拟试卷 4及答案与解析 一、 QUANTITATIVE 0 Solve the problem and indicate the best of the answer choices given. NUMBERS: All numbers used are real numbers. FIGURES: A figure accompanying a problem-solving question is intended to provide information useful in solving the problem. Figures are
2、 drawn as accurately as possible EXCEPT when it is stated in a specific problem that its figure is not drawn to scale. Straight lines may sometimes appear jagged. All figures lie in a plane unless otherwise indicated. The following data sufficiency problems consist of a question and two statements,
3、labeled (1) and (2), in which certain data are given. You have to decide whether the data given in the statements are sufficient for answering the question. Using the data given in the statements plus your knowledge of mathematics and everyday facts (such as the number of days in July or the meaning
4、 of counterclockwise), you must indicate whether . Statement (1) ALONE is sufficient, but statement (2) alone is not sufficient. . Statement (2) ALONE is sufficient, but statement (1) alone is not sufficient. . BOTH statements TOGETHER are sufficient, but NEITHER statement ALONE is sufficient. . EAC
5、H statement ALONE is sufficient. . Statements (1) and (2) TOGETHER are NOT sufficient. 1 In the figure above, is AB BC? (Note: Figure not necessarily drawn to scale.) (1) AB CD (2) (AD-AB) (AD-BC) 2 A box contains 90 jelly beans, of which some are orange, some are purple, and some are black. How man
6、y black jelly beans are in the box? (1) There are 27 orange jelly beans. (2) There are twice as many purple jelly beans as orange jelly beans. 3 Is 3x greater than 100? (1) 9x=36 (2) 4 How many more dogs than cats are in the veterinarians office? (1) There is a total of 30 dogs and cats in the offic
7、e. (2) The number of cats is the square root of the number of dogs. 5 If p is a positive integer, and p0, is an integer? (1) p is an even number (2) p is a multiple of 3 6 A certain prosthodontist specializes in implanting gold and silver teeth in his patients mouths. He charges $650 for a gold toot
8、h and $325 for a silver tooth. If his total fees for implanting gold and silver teeth last week were $15,925 in total, and he implanted five more gold teeth than silver teeth, how many teeth in total did he implant over the week? ( A) 31 ( B) 32 ( C) 33 ( D) 34 ( E) 35 7 What is the ratio of 3/7 to
9、the product 3(7/3)? ( A) 3:7 ( B) 1:3 ( C) 3:21 ( D) 1:7 ( E) 3:49 8 If the average (arithmetic mean) of a and b is 110, and the average of b and c is 160, what is the value of a-c? ( A) -220 ( B) -100 ( C) 100 ( D) 135 ( E) It cannot be determined from the information given. 9 A travel company want
10、s to charter a plane to the Bahamas. Chartering the plane costs $8,000. So far, 18 people have signed up for the trip. If the company charges $300 per ticket, how many more passengers must sign up for the trip before the company can make any profit on the charter? ( A) 7 ( B) 9 ( C) 13 ( D) 27 ( E)
11、45 10 If x2+9x-3=3x2+2x(4-x), then x2= ( A) 2 ( B) 3 ( C) 4 ( D) 9 ( E) 16 11 The pilot of a small aircraft with a 40-gallon fuel tank wants to fly to Cleveland, which is 480 miles away. The pilot recognizes that the current engine, which can fly only 8 miles per gallon, will not get him there. By h
12、ow many miles per gallon must the aircrafts fuel efficiency be improved to make the flight to Cleveland possible? ( A) 2 ( B) 4 ( C) 12 ( D) 40 ( E) 160 12 A circle graph shows how the MegaTech corporation allocates its Research and Development budget: 14% microphotonics; 24% home electronics; 15% f
13、ood additives; 29% genetically modified microorganisms; 8% industrial lubricants; and the remainder for basic astrophysics. If the arc of each sector of the graph is proportional to the percentage of the budget it represents, how many degrees of the circle are used to represent basic astrophysics re
14、search? ( A) 8 ( B) 10 ( C) 18 ( D) 36 ( E) 52 12 The following data sufficiency problems consist of a question and two statements, labeled (1) and (2), in which certain data are given. You have to decide whether the data given in the statements are sufficient for answering the question. Using the d
15、ata given in the statements plus your knowledge of mathematics and everyday facts (such as the number of days in July or the meaning of counterclockwise), you must indicate whether . Statement (1) ALONE is sufficient, but statement (2) alone is not sufficient. . Statement (2) ALONE is sufficient, bu
16、t statement (1) alone is not sufficient. . BOTH statements TOGETHER are sufficient, but NEITHER statement ALONE is sufficient. . EACH statement ALONE is sufficient. . Statements (1) and (2) TOGETHER are NOT sufficient. 13 If x+y=36, what is the value of xy? (1) y-x=14 (2) y=2x+3 14 A hotdog vendor s
17、old $45 worth of hotdogs at lunchtime Tuesday. Each hotdog cost $1.50. What percentage of his days stock of hotdogs did the vendor sell at lunchtime? (1) The vendor started the day with 120 hotdogs. (2) The vendor sold twice as many hotdogs at dinnertime as he sold at lunchtime. 15 For real numbers
18、a, b, and c, is ab=bc+3? (1) ab=3b (2) b+3=c 16 What is the number of male employees at the factory? (1) If the factory were to hire 150 more employees and 2/3 of them were female, the ratio of male to female employees would be 8:3. (2) The factory has at least twice as many male employees as female
19、 employees, and it employs at least 150 females. 17 An engineer designed a ball so that when it was dropped, it rose with each bounce exactly one-half as high as it had fallen. The engineer dropped the ball from a 16-meter platform and caught it after it had traveled 46.5 meters. How many times did
20、the ball bounce? ( A) 5 ( B) 6 ( C) 7 ( D) 8 ( E) 9 17 A newspaper polled 1,000 likely voters about which of the following issues, if any, played an important role in their decision-making process for an upcoming election: education, crime, and/or taxes. Of the voters surveyed, a total of 495 named
21、education, 490 named crime, and 440 named taxes. In the figure above, the overlapping areas between two circles represent the people who named only those two items; the overlapping area between the three circles represents those people who named all three issues. 18 What percentage of those polled n
22、amed only education or only crime but no other issue? ( A) 25.5% ( B) 31.5% ( C) 39% ( D) 55% ( E) 98.5% 19 How many of the 1,000 people polled responded “none of the above“ to the questions? ( A) 140 ( B) 110 ( C) 80 ( D) 20 ( E) 0 20 The equation relates the values of two linked currencies, where
23、R is the value in dollars of one currency and S is the value in dollars of the other currency. Which of the following equations can be used to convert dollar values from the R currency to the S currency? 21 If x is a positive number and 1/2 the square root of x is the cube root of x, then x= ( A) 64
24、 ( B) 32 ( C) 16 ( D) 4 ( E) 1 22 If Josh, Doug, and Brad have a total of $72 among them, and Josh has three times as much money as Brad but only three-fourths as much as Doug, how much money does Doug have? ( A) $8 ( B) $9 ( C) $27 ( D) $32 ( E) $36 23 The flat triangular lot depicted above is avai
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- 外语类 试卷 GMAT QUANTITATIVE 数学模拟 答案 解析 DOC
