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GMAT考满分·题库

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GWD PREP07 Test 1 OG12 PREP07 Test 2 PREP2012 OG15 OG16 OG17 PREP08 Test 1 PREP08 Test 2 GWD-TN24 Manhattan Magoosh OG18 OG18-数学分册 OG18-语文分册 GWD-TN24-NEW PREP-NEW OG17-语文分册 OG18-Diagnostic Test MSR TA GI TPA 数论 代数 应用题 几何 排列组合 KMFRC OG19 KMFSC OG19-语文分册 KMFCR KMFPS KMFDS 634 OG19-数学分册 OG20 OG20-语文分册 OG20-数学分册 Ready4 201993测试 20199931 2019931 llk93 音频解析 - OG20逻辑 音频解析 - OG20语法 数学51分真题带练团 精选官方700+新题训练 #OG12-19已排重 #OG20综合 #PREP07 Test1 #PREP07 Test2 #PREP2012 #PREP08 Test 1 #PREP08 Test 2 OG20综合-Verbal OG20综合-Quant #OG20语文分册 OG20分册-Verbal #OG18语文分册 #OG18数学分册 #OG19语文分册 #OG19数学分册 #OG19 #OG18 #OG17 #OG16 #OG15 #OG12 IR-OG17 IR-OG18 AWA-OG15 AWA-OG16 AWA-OG17 #300难题 DAY1练习码 DAY2练习码 DAY3练习码 DAY4练习码 OG20语法单科 300难题-SC 300难题-CR 300难题-RC 300难题-PS 300难题-DS 2.5阅读刷题营 2.6阅读刷题营 2.7阅读刷题营 3.4GMAT逻辑活动 OG21 模考带练机经题 OG21-PS OG21-SC OG21-CR 热搜题目精选 181215 190113 190124 190207 190215 190302 190310 190321 190407 190415 190603 191020 191031 191222 200301 还原机经选题: 数论&代数 还原机经选题: 文字题&几何 OG2022

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OG19-定量推理 If $$x + y + z > 0$$, is $$z > 1$$ ? (1) $$z>x+y+1$$ (2) $$x + y+ 1 < 0$$
OG19-定量推理 For all z, [z]denotes the least integer greater than or equal to z. Is [$$x] = 0$$ ? (1) - 1 < x < - 0.1 (2) $$[x+0.5]= 1$$
OG19-数学分册 The circular base of an above-ground swimming pool lies in a level yard and just touches two straight sides of a fence at points A and 8, as shown in the figure above. Point C is on the ground where the two sides of the fence meet. How far from the center of the pool's base is point A ? (1) The base has area 250 square feet. (2) The center of the base is 20 feet from point C.
OG19-定量推理 If $$xy = -6$$, what is the value of $$xy(x + y)$$ ? (1) $$x - y= 5$$ (2) $$xy^{2} = 18$$
OG19-定量推理 [y] denotes the greatest integer less than or equal toy. Is d < 1 ? (1) $$d=y-[y]$$ (2) $$[d] = 0$$
OG19-定量推理 If N is a positive odd integer, is N prime? (1) $$N = 2^{k} + 1$$ for some positive integer k. (2) $$N + 2$$ and $$N + 4$$ are both prime.
OG19-定量推理 If m is a positive integer, then $$m^{3}$$ has how many digits? (1) m has 3 digits. (2) $$m^{2}$$ has 5 digits.
OG19-定量推理 What is the value of $$x^{2} - y^{2}$$ ? (1 ) $$(x-y)^{2} = 9$$ (2) $$x+ y=6$$
OG19-定量推理 For each landscaping job that takes more than 4 hours, a certain contractor charges a total of r dollars for the first 4 hours plus 0.2r dollars for each additional hour or fraction of an hour, where r > 100. Did a particular landscaping job take more than 10 hours? (1) The contractor charged a total of $288 for the job. (2) The contractor charged a total of 2.4r dollars for the job.
OG19-定量推理 If $$x^{2} = 2^{x}$$, what is the value of x? (1) $$2x= (\frac{x}{2})^{3}$$ (2) $$x = 2^{x-2}$$
OG19-定量推理 The sequence $$s_1$$, $$s_2$$, $$s_3$$, ... , $$s_n$$, ... is such that $$s_n= \frac{1}{n} -\frac{1}{n+1}$$ for all integers $$n\geq 1$$. If k is a positive integer, is the sum of the first k terms of the sequence greater than $$\frac{9}{10}$$? (1) $$k>10$$ (2) $$k < 19$$
OG19-定量推理 In the sequence S of numbers, each term after the first two terms is the sum of the two immediately preceding terms. What is the 5th term of S? (1) The 6th term of S minus the 4th term equals 5. (2) The 6th term of S plus the 7th term equals 21.
OG19-定量推理 If 75 percent of the guests at a certain banquet ordered dessert, what percent of the guests ordered coffee? (1) 60 percent of the guests who ordered dessert also ordered coffee. (2) 90 percent of the guests who ordered coffee also ordered dessert.
OG19-定量推理 A tank containing water started to leak. Did the tank contain more than 30 gallons of water when it started to leak? (Note: 1 gallon = 128 ounces) (1) The water leaked from the tank at a constant rate of 6.4 ounces per minute. (2) The tank became empty less than 12 hours after it started to leak.
OG19-定量推理 In the xy-plane, lines k and € intersect at the point (1, 1). Is the y-intercept of k greater than the y-intercept of € ? (1) The slope of k is less than the slope of € . (2) The slope of € is positive.
OG19-定量推理 A triangle has side lengths of a, b, and c centimeters. Does each angle in the triangle measure less than 90 degrees? ( 1) The 3 semicircles whose diameters are the sides of the triangle have areas that are equal to 3 $$cm^{2}$$, 4 $$cm^{2}$$, and 6 $$cm^{2}$$, respectively. (2) c< a + b < c+ 2
OG19-定量推理 Each of the 45 books on a shelf is written either in English or in Spanish, and each of the books is either a hardcover book or a paperback. If a book is to be selected at random from the books on the shelf, is the probability less than $$\frac{1}{2}$$ that the book selected will be a paperback written in Spanish? (1) Of the books on the shelf, 30 are paperbacks. (2) Of the books on the shelf, 15 are written in Spanish.
OG19-定量推理 A small school has three foreign language classes, one in French, one in Spanish, and one in German. How many of the 34 students enrolled in the Spanish class are also enrolled in the French class? (1) There are 27 students enrolled in the French class, and 49 students enrolled in either the French class, the Spanish class, or both of these classes. (2) One-half of the students enrolled in the Spanish class are enrolled in more than one foreign language class.
OG19-定量推理 If S is a set of four numbers w, x, y, and z, is the range of the numbers in S greater than 2 ? (1) $$w-z>2$$ (2) z is the least number in S.
OG19-定量推理 Last year $$\frac{3}{5}$$ of the members of a certain club were males. This year the members of the club include all the members from last year plus some new members. Is the fraction of the members of the club who are males greater this year than last year? (1) More than half of the new members are male. (2) The number of members of the club this year is $$\frac{6}{5}$$ the number of members last year.
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