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algebra
|
Question: The sum of the heights of two high-rises is x feet. If the second high rise is 37 feet taller than the first, how tall will the first high rise be after they add an antenna with a height of z feet to the top?
Options:
A. (x+z. /2 + 37
B. 2x−(37+z.
C. (x−37. /2 + z
D. x/2 - 37 + z
E. (2x−37. /z
Answer:
|
C
| 11,403 |
algebra
|
Question: Sachin was twice as old as Ajay 10 years back. How old is Ajay today if Sachin will be 40 years old 10 years hence
Options:
A. 76 years
B. 88 years
C. 97 years
D. 20 years
E. 55 years
Answer:
|
D
| 2,748 |
algebra
|
Question: Country X taxes each of its citizens an amount equal to 11 percent of the first $40,000 of income, plus 20 percent of all income in excess of $40,000. If a citizen of Country X is taxed a total of $8,000, what is her income?
Options:
A. $40,000
B. $56,000
C. $64,000
D. $58,000
E. $80,000
Answer:
|
D
| 7,388 |
algebra
|
Question: In what ratio should two varieties of sugar of Rs.18 per kg and Rs.24 kg be mixed together to get a mixture whose cost is Rs.20 per kg?
Options:
A. 16.55
B. 16.59
C. 16.54
D. 16.5
E. 16.51
Answer:
|
D
| 9,034 |
algebra
|
Question: Three friends had dinner at a restaurant. When the bill was received, Akshitha paid 3/4 as much as Veena paid and Veena paid 1/2 as much as Lasya paid. What fraction of the bill did Veena pay ?
Options:
A. 4/15
B. 3/12
C. 3/11
D. 3/10
E. 3/14
Answer:
|
A
| 3,061 |
algebra
|
Question: A dealer purchases 15 articles for Rs. 25 and sells 12 articles for Rs. 30. Find the profit percentage?
Options:
A. 59
B. 50
C. 56
D. 51
E. 52
Answer:
|
B
| 889 |
algebra
|
Question: Find the area of the quadrilateral of one of its diagonals is 28 cm and its off sets 8 cm and 2 cm?
Options:
A. 140 cm2
B. 150 cm2
C. 168 cm2
D. 182 cm2
E. 200 cm2
Answer:
|
A
| 13,484 |
algebra
|
Question: A woman has 7 daughters and they each have a brother, how many children does she have?
Options:
A. 7
B. 8
C. 9
D. 5
E. 3
Answer:
|
B
| 12,552 |
algebra
|
Question: Two trains, A and B, started simultaneously from opposite ends of a 75-mile route and traveled toward each other on parallel tracks. Train A, traveling at a constant rate, completed the 75-mile trip in 3 hours; Train B, traveling at a constant rate, completed the 75-mile trip in 2 hours. How many miles had train A traveled when it met train B?
Options:
A. 20
B. 22.5
C. 30
D. 37.5
E. 45
Answer:
|
C
| 14,181 |
algebra
|
Question: Shannon and Maxine work in the same building and leave work at the same time. Shannon lives due north of work and Maxine lives due south. The distance between Maxine's house and Shannon's house is 60 miles. If they both drive home at the rate 2R miles per hour, Maxine arrives home 40 minutes after Shannon. If Maxine rider her bike home at the rate of R per hour and Shannon still drives at a rate of 2R miles per hour, Shannon arrives home 2 hours before Maxine. How far does maxine live from work?
Options:
A. 20
B. 34
C. 38
D. 40
E. 46
Answer:
|
D
| 1,963 |
algebra
|
Question: 31 of the scientists that attended a certain workshop were Wolf Prize laureates, and 16 of these 31 were also Nobel Prize laureates. Of the scientists that attended that workshop and had not received the Wolf prize, the number of scientists that had received the Nobel Prize was 3 greater than the number of scientists that had not received the Nobel Prize. If 50 of the scientists attended that workshop, how many of them were Nobel Prize laureates?
Options:
A. A. 11
B. B. 18
C. C. 24
D. D. 27
E. D. 36
Answer:
|
D
| 3,125 |
algebra
|
Question: Three boys, two girls, and two women are to be seated on a bench. If one specific boy must be seated on one of the end seats, and one specific girl must me seated exactly in the middle, find the number of possible arrangements.
Options:
A. 48
B. 144
C. 240
D. 288
E. 120
Answer:
|
C
| 11,806 |
algebra
|
Question: For which of the following does f(m)−f(n)=f(m−n) for all values of m and n?
Options:
A. f(y. =y^2
B. f(y. =y/2
C. f(y. =y+5
D. f(y. =2y−1
E. f(y. =|y|
Answer:
|
B
| 6,101 |
algebra
|
Question: A caterer ordered 200 ice-cream bars and 200 sundaes. If the total price was $200.00 and the price of each ice-cream bar was $0.40, what was the price of each sundae?
Options:
A. $0.60
B. $0.80
C. $1.00
D. $1.20
E. $1.60
Answer:
|
A
| 1,127 |
algebra
|
Question: Varma can read a book in k minutes. What part of the book can he read in 4 minutes?(k>8)
Options:
A. (k - 8. /k
B. k/8
C. 8 + k
D. k-8
E. 4/k
Answer:
|
E
| 11,489 |
algebra
|
Question: X and Y can do job in 25 days and 30 days respectively. They work together for 5 days and then X leaves. Y will finish the rest of the work in how many days?
Options:
A. 18 days
B. 19 days
C. 20 days
D. 21 days
E. None of these
Answer:
|
B
| 11,790 |
algebra
|
Question: A number is increased by 11% and then reduced by 10%. After these operations, the number :
Options:
A. does not change
B. decreases by 1%
C. increases by 1%
D. increases by 0.1%
E. None of these
Answer:
|
B
| 6,385 |
algebra
|
Question: In a certain book club, the members are voting between two books – a mystery novel and a biography – to decide which book the group will read next. There are 4 times as many votes for the mystery novel as there are votes for the biography. The ratio of biography votes to the total number of votes is
Options:
A. 1 to 2
B. 1 to 3
C. 1 to 4
D. 1 to 5
E. 3 to 4
Answer:
|
D
| 9,724 |
algebra
|
Question: The length of the bridge, which a train 130 m long and traveling at 45 km/hr can cross in 30 sec is?
Options:
A. 276 m
B. 287 m
C. 245 m
D. 276 m
E. 237 m
Answer:
|
C
| 10,855 |
algebra
|
Question: Kamal started a business investing Rs. 9000. After five months, Sameer joined with a capital of Rs. 8000. If at the end of the year, they earn a profit of Rs. 8610, then what will be the share of Sameer in the profit?
Options:
A. s.2323
B. s.2940
C. s.2329
D. s.2329
E. s.2312
Answer:
|
B
| 7,488 |
algebra
|
Question: What is the difference between the C.I. on Rs. 4000 for 1 1/2 years at 4% per annum compounded yearly and half-yearly?
Options:
A. s.2.04
B. s.2.08
C. s.1.63
D. s.2.83
E. s.2.42
Answer:
|
C
| 6,203 |
algebra
|
Question: Walking at 3/4 of her normal speed, a worker is 12 minutes later than usual in reaching her office. The usual time (in minutes) taken by her to cover the distance between her home and her office is
Options:
A. 36
B. 48
C. 60
D. 62
E. 66
Answer:
|
A
| 1,543 |
algebra
|
Question: A number consists of two digits whose sum is 11. If 27 is added to the number, then the digits change their places. What is the number ?
Options:
A. 47
B. 65
C. 83
D. 92
E. 98
Answer:
|
A
| 3,263 |
algebra
|
Question: If 1/a^3 + a^3 represents the diameter of circle O and 1/a + a = 3, which of the following best approximates the circumference of circle O?
Options:
A. 28
B. 22
C. 20
D. 16
E. 12
Answer:
|
C
| 8,762 |
algebra
|
Question: United Telephone charges a base rate of $8.00 for service, plus an additional charge of $0.25 per minute. Atlantic Call charges a base rate of $12.00 for service, plus an additional charge of $0.20 per minute. For what number of minutes would the bills for each telephone company be the same?
Options:
A. 25 minutes
B. 10 minutes
C. 20 minutes
D. 80 minutes
E. 60 minutes
Answer:
|
D
| 9,775 |
algebra
|
Question: There are n members in a certain department, including Michael. Two representatives are to be selected to attend a company conference. If there are 45 possible combinations in which Michael is not selected, what is the value of n?
Options:
A. 11
B. 12
C. 15
D. 18
E. 22
Answer:
|
A
| 2,268 |
algebra
|
Question: A batsman in his 12th innings makes a score of 80 and thereby increases his average by 3 runs. What is his average after the 12th innings if he had never been ‘not out’?
Options:
A. 42
B. 43
C. 44
D. 45
E. 47
Answer:
|
E
| 3,770 |
algebra
|
Question: The sum of the two digits of a number is 10. If the number is subtracted from the number obtained by reversing its digits, the result is 54. Find the number?
Options:
A. 11
B. 28
C. 156
D. 44
E. 148
Answer:
|
B
| 7,025 |
algebra
|
Question: A coin is weighted so that the probability of heads on any flip is 0.1, while the probability of tails is 0.9. If the coin is flipped 5 times independently, which of the following represents the probability that tails will appear no more than twice?
Options:
A. (0.1. ^5 + 5(0.1. ^4(0.9. + 10(0.1. ^3(0.9. ^2
B. (0.1. ^5 + 4(0.1. ^4(0.9. + 6(0.1. ^3(0.9. ^2
C. (0.6. ^5 + 3(0.6. ^4(0.4. + 2(0.6. ^3(0.4. ^2
D. (0.6. ^5 + 2(0.6. ^4(0.4. + (0.6. ^3(0.4. ^2
E. (0.6. ^5 + (0.6. ^4(0.4. + (0.6. ^3(0.4. ^2
Answer:
|
A
| 12,092 |
algebra
|
Question: How many kg of sugar costing Rs. 9/kg must be mixed with 27kg of sugar costing Rs. 7/ kg so that there may be a gain of 10% the mixture at Rs. 9.24 per kg?
Options:
A. 52
B. 55
C. 57
D. 60
E. 63
Answer:
|
E
| 132 |
algebra
|
Question: A grocery store has a surplus of cakes, so they price them at 10% off the wholesale price of $8.50. An employee uses their employee discount to get a further 10% discount off a cake. How much does that employee pay? Round your answer to the nearest hundredth decimal place.
Options:
A. $7.00
B. $6.80
C. $6.89
D. $7.65
E. $6.88
Answer:
|
C
| 9,357 |
algebra
|
Question: If C is the temperature in degrees Celsins and F is the temperature in degrees Fahrenheit, then the relationship between temperatures on the two scales is expressed by the equation 9C=5(F-32). In a weekly range of temperature recorded at a certain weather station differed by 25 degrees on the Fahrenheit scale, by how many degrees did the temperature extremes differ on the Celsius scale?
Options:
A. a. 65/9
B. b. 13
C. c. 25
D. d. 45
E. e. 81
Answer:
|
B
| 11,689 |
algebra
|
Question: The average (arithmetic mean) of four numbers is 4x + 9. If one of the numbers is x, what is the average of the other three numbers?
Options:
A. x + 1
B. 3x + 3
C. 5x + 1
D. 5x + 4
E. 5x + 12
Answer:
|
E
| 603 |
algebra
|
Question: The Natural Woman, a women's health food store, offers its own blends of trail mix. If the store uses 4 different ingredients, how many bins will it need to hold every possible blend, assuming that each blend must have at least two ingredients? (Also assume that each bin can hold one and only one blend.)
Options:
A. 1
B. 4
C. 7
D. 11
E. 10
Answer:
|
D
| 6,425 |
algebra
|
Question: The average expenditure of a labourer for 6 months was 85 and he fell into debt. In the next 4 months by reducing his monthly expenses to 60 he not only cleared off his debt but also saved 30. His monthly income is
Options:
A. 70
B. 72
C. 75
D. 78
E. None of the above
Answer:
|
D
| 843 |
algebra
|
Question: If k is a multiple of 3 and k=(m2)nk=(m2)n, where m and n are prime numbers, which of the following must be a multiple of 9?
Options:
A. m^2
B. n^2
C. mn
D. mn^2
E. (mn. ^2
Answer:
|
E
| 393 |
algebra
|
Question: A fair 2 sided coin is flipped 8 times. What is the probability that tails will be the result at least twice, but not more than 8 times?
Options:
A. 5/8
B. 3/4
C. 7/8
D. 157/64
E. 143/128
Answer:
|
E
| 13,728 |
algebra
|
Question: Find the unit's digit in 264^102+264^103
Options:
A. 0
B. 1
C. 3
D. 7
E. 8
Answer:
|
A
| 9,849 |
algebra
|
Question: If x represents the sum of the interior angles of a regular hexagon and y represents the sum of the interior angles of a triangle, then the difference between x and y is equal to the sum of the interior angles of what geometric shape?
Options:
A. Triangle
B. Square
C. Rhombus
D. Trapezoid
E. Pentagon
Answer:
|
E
| 12,566 |
algebra
|
Question: Mary is expected to pay back a total sum of $819200 to her bank as mortgage. If she is expected to make a payment which is double of the previous months amount, how long will it take her to fully repay the loan if her initial payment was $400.
Options:
A. 13
B. 15
C. 12
D. 10
E. 11
Answer:
|
E
| 4,989 |
algebra
|
Question: A train crosses a platform of 250 m in 20 sec, same train crosses another platform of length 640m in 40 sec. then find the length of the train?
Options:
A. 150m
B. 180m
C. 152m
D. 140m
E. 160m
Answer:
|
D
| 3,928 |
algebra
|
Question: There are 6561 balls out of them 1 is heavy.Find the min. no. of times the balls have to be
weighed for finding out the haevy ball.
Options:
A. 7
B. 8
C. 9
D. 10
E. 11
Answer:
|
B
| 5,511 |
algebra
|
Question: A man can row at 5 kmph in still water. If the velocity of the current is 1 kmph and it takes him 1 hour to row to a place and come back, how far is the place?
Options:
A. 1km
B. 1.5km
C. 5km
D. 3.2km
E. 2.4km
Answer:
|
E
| 6,927 |
algebra
|
Question: If a man lost 4% by selling oranges at the rate of 48 a rupee at how many a rupee must he sell them to gain 44%?
Options:
A. 1
B. 8
C. 9
D. 4
E. 32
Answer:
|
E
| 5,909 |
algebra
|
Question: Two vessels contains equal number of mixtures milk and water in the ratio 5:3 and 6:2. Both the mixtures are now mixed thoroughly. Find the ratio of milk to water in the new mixture so obtained?
Options:
A. 11:5
B. 9:13
C. 5:11
D. 11:3
E. 15:4
Answer:
|
A
| 13,003 |
algebra
|
Question: A train 280 m long is running at a speed of 54 km/hr. In what time will it pass a bridge 200 m long?
Options:
A. 32 sec
B. 42 sec
C. 45 sec
D. 18 sec
E. 49 sec
Answer:
|
A
| 13,220 |
algebra
|
Question: Solve for x and check: - 12x = 72
Options:
A. -4
B. -2
C. -6
D. -12
E. None of these
Answer:
|
C
| 14,398 |
algebra
|
Question: Cindy's elephant balloon animal calls 3 long white balloons and 4 long black balloons. She needs to make 4 balloon animals for a child's party. If 12 long white balloons are used, then how many long black balloons are needed?
Options:
A. 12
B. 36
C. 16
D. 48
E. 6
Answer:
|
C
| 2,277 |
algebra
|
Question: In a class there are 20 boys and 15 girls. In how many ways can a boy and a girl be selected?
Options:
A. 288
B. 500
C. 277
D. 266
E. 300
Answer:
|
E
| 6,417 |
algebra
|
Question: Some persons can do a piece of work in 12 days. Two times the number of these people will do half of that work in?
Options:
A. 3 days
B. 3.5 days
C. 4.5 days
D. 5.5 days
E. 2.5 days
Answer:
|
B
| 3,234 |
algebra
|
Question: The perimeter of a triangle is 36 cm and the inradius of the triangle is 2.5 cm. What is the area of the triangle?
Options:
A. 76 cm2
B. 56 cm2
C. 18 cm2
D. 98 cm2
E. 45 cm2
Answer:
|
E
| 12,253 |
algebra
|
Question: A train leaves Mumabai at 9 am at a speed of 40 kmph. After one hour, another train leaves Mumbai in the same direction as that of the first train at a speed of 50 kmph. When and at what distance from Mumbai do the two trains meet?
Options:
A. 1:00pm, 220 km
B. 1:00pm, 200km
C. 2:00pm, 200 km
D. 2:00pm, 220 km
E. None of these
Answer:
|
C
| 3,498 |
algebra
|
Question: The numerator of a certain fraction is 8 less than the denominator. If 3 is added to the numerator and 3 is subtracted from the denominator, the fraction becomes 3/4. Find the original fraction?
Options:
A. 3/18
B. 3/10
C. 3/11
D. 3/12
E. 3/14
Answer:
|
C
| 14,768 |
algebra
|
Question: A circular logo is enlarged to fit the lid of a jar. The new diameter is 40 per cent larger than the original. By what percentage has the area of the logo increased?
Options:
A. 50
B. 96
C. 100
D. 125
E. 250
Answer:
|
B
| 4,613 |
algebra
|
Question: A man bought 20 shares of Rs. 50 at 5 discount, the rate of dividend being 13. The rate of interest obtained is:
Options:
A. 27%
B. 87%
C. 15%
D. 66%
E. 88%
Answer:
|
C
| 12,445 |
algebra
|
Question: Maddie has 48 apples, if she give 22 to mike, how many does she have left?
Options:
A. 12
B. 21
C. 26
D. 22
E. 5
Answer:
|
C
| 10,008 |
algebra
|
Question: Operation # is defined as: a # b = 4a^2 + 4b^2 + 8ab for all non-negative integers. What is the value of (a + b) + 4, when a # b = 100?
Options:
A. 5
B. 9
C. 10
D. 13
E. 17
Answer:
|
B
| 401 |
algebra
|
Question: The probability of having a girl is identical to the probability of having a boy. In a family with four children, what is the probability that all the children are of the same gender?
Options:
A. 1/8.
B. 1/3
C. 1/4
D. 1/6
E. 1/2
Answer:
|
A
| 14,958 |
algebra
|
Question: The sum of all solutions for x in the equation x^2 – 8x + 21 = |x – 5|+ 4 is equal to:
Options:
A. –7
B. 7
C. 20
D. 12
E. 14
Answer:
|
C
| 12,400 |
algebra
|
Question: Ron cycles his way up on a hill side and back. He takes the exact same route both ways. On the trip out he cycles an average speed of 5 miles per hour. On the trip back, downhill cycling at an average speed of 100 miles per hour, he is quick to return back. What is his approximate average speed for the round trip in miles per hour?
Options:
A. 8
B. 9.52
C. 10
D. 11.7
E. 20
Answer:
|
B
| 11,812 |
algebra
|
Question: In how many ways can the letters of the word BUTTER be arranged in a row so that the vowels appear in alphabetic order?
Options:
A. 380
B. 420
C. 360
D. 400
E. 320
Answer:
|
C
| 10,590 |
algebra
|
Question: In what time will a train 100 m long cross an electric pole, it its speed be 136 km/hr?
Options:
A. 2.6 sec
B. 1.9 sec
C. 8.9 sec
D. 6.9 sec
E. 2.9 sec
Answer:
|
A
| 11,462 |
algebra
|
Question: A man leaves a point P at 6 a.m. and reaches the point Q at 10 a.m. another man leaves the point give at 8 a.m. and reaches the point P at 12 noon. At what time do they meet?
Options:
A. 6
B. 5
C. 4
D. 9
E. 6
Answer:
|
C
| 4,680 |
algebra
|
Question: The sum of three consecutive numbers is 87. The greatest among these three numbers is:
Options:
A. 26
B. 28
C. 29
D. 30
E. 31
Answer:
|
D
| 5,008 |
algebra
|
Question: Tim went to a shop and bought things worth Rs. 25, out of which 30 Paise went on sales tax on taxable purchases. If the tax rate was 6%, then what was the cost of the tax free items?
Options:
A. 17.13
B. 18
C. 19.7
D. 21.3
E. 21.5
Answer:
|
C
| 12,335 |
algebra
|
Question: The L.C.M. of two numbers is 60. The numbers are in the ratio 2 : 3. Then sum of the number is:
Options:
A. 28
B. 32
C. 40
D. 53
E. 50
Answer:
|
E
| 3,403 |
algebra
|
Question: 1394 x 1394 = ?
Options:
A. A. 1951609
B. B. 1951601
C. C. 1951602
D. D. 1943236
E. E. 1951604
Answer:
|
D
| 12,147 |
algebra
|
Question: The ratio of two numbers is 2:3 and the sum of their cubes is 945. The difference of number is?
Options:
A. 3
B. 4
C. 6
D. 7
E. 8
Answer:
|
A
| 3,883 |
algebra
|
Question: Kumar started from Chennai at x hrs y minutes and travelled to Vellore. He reached Vellore at y hrs z minutes. If the total travel time was z hrs and x minutes, his starting time in Chennai could have been ______ (Assume clock format to be 0 to 24 hrs).
Options:
A. 02:08 hrs
B. 13:03 hrs
C. 00:02 hrs
D. 12:01 hrs
E. None of these
Answer:
|
C
| 6,307 |
algebra
|
Question: 55th word of SHUVANK in dictionary??
Options:
A. AHSNKUV
B. AHNKSVU
C. AHNKUSV
D. AHNKUVS
E. AHNKUVV
Answer:
|
A
| 9,423 |
algebra
|
Question: A six-character password consists of three letter of the alphabet and three different digits between 0 and 9, inclusive. The letter must appear as the second or third character of the password. How many different passwords are possible?
Options:
A. 5,040
B. 2,228,720
C. 22,226,000
D. 22,237,440
E. 22,464,000
Answer:
|
E
| 10,021 |
algebra
|
Question: Jim takes a seconds to swim t meters at a constant rate from point M to point N in a pool. Roger, who is faster than Jim, can swim the same distance in b seconds at a constant rate. If Jim leaves point M the same time that Roger leaves point N, how many fewer meters will Jim have swum than Roger when the two swimmers pass each other?
Options:
A. c(b-a. / a+b
B. c(a-b. /a+b
C. c(a+b. /a-b
D. t(a-b. /a+b
E. ab(b-a. /a+b
Answer:
|
D
| 14,656 |
algebra
|
Question: The mean of 50 observations was 36. It was found later that an observation 48 was wrongly taken as 23. The corrected new mean is?
Options:
A. 36.6
B. 36.1
C. 36.5
D. 36.2
E. 36.9
Answer:
|
C
| 1,573 |
algebra
|
Question: Townville has 100 residents, and 60 of them are females. If half of Townville’s male residents are smokers, and 1/2 of the female residents are smokers, which of the following represents the total number of Townville’s residents who are NOT smokers?
Options:
A. 48
B. 50
C. 52
D. 54
E. 56
Answer:
|
B
| 13,957 |
algebra
|
Question: In an election between two candidates first candidate got 60% of votes polled and second Candidate got 270 votes. The total number of votes polled was
Options:
A. votes
B. votes
C. votes
D. votes
E. votes
Answer:
|
A
| 9,329 |
algebra
|
Question: 15 men take 21 days of 8 hours each to do a piece of work. How many days of 6 hours each would 21 women take to do the same. If 3 women do as much work as 2 men?
Options:
A. 20
B. 10
C. 30
D. 40
E. 50
Answer:
|
C
| 2,423 |
algebra
|
Question: When m is divided by 9, the remainder is 8. When m is divided by 13, the remainder is 1. If 1 < m < 200, what is the greatest possible value of m?
Options:
A. 47
B. 65
C. 103
D. 117
E. 170
Answer:
|
E
| 8,759 |
algebra
|
Question: An emploer pays Rs. 20 for each day a worker works, and forfeits Rs. 3 for each day he is idle. At the end of 60 days, a worker gets Rs. 280 . For how many days did the worker remain idle?
Options:
A. 30 days
B. 20 days
C. 10 days
D. 50 days
E. 40 days
Answer:
|
E
| 5,264 |
algebra
|
Question: Every digit of a number written in binary is either 0 or 1. To translate a number from binary, multiply the nth digit (reading from right to left) by 2^(n-1)
What is the largest prime number (written in binary) that is a factor of both 1010000 and 10100000 ?
Options:
A. 10
B. 11
C. 101
D. 1011
E. 10001
Answer:
|
C
| 7,231 |
algebra
|
Question: If x^2 + 1/x^2 = 2,what is the value of x^4 + 1/x^4 ?
Options:
A. 10
B. 2
C. 4
D. 16
E. 18
Answer:
|
B
| 3,548 |
algebra
|
Question: A soccer store typically sells replica jerseys at a discount of 30 percent to 50 percent off list price. During the annual summer sale, everything in the store is an additional 40 percent off the original list price. If a replica jersey's list price is $80, approximately what percent of the list price is the lowest possible sale price?
Options:
A. 20
B. 25
C. 30
D. 40
E. 50
Answer:
|
A
| 8,999 |
algebra
|
Question: What is the missing number in the series?
4,9,20,43,90,?
Options:
A. 175
B. 185
C. 195
D. 205
E. 215
Answer:
|
B
| 8,911 |
algebra
|
Question: The winning relay team in a high school sports competition clocked 48 minutes for a distance of 13.2 km. Its runners A, B, C and D maintained speeds of 15 kmph, 16 kmph, 17 kmph, and 18 kmph respectively. What is the ratio of the time taken by B to than taken by D?
Options:
A. 5:16
B. 5:17
C. 9:8
D. 8:9
E. None of these
Answer:
|
C
| 11,290 |
algebra
|
Question: A carpenter worked alone for 1 day on a job that would take him 6 more days to finish. He and another carpenter completed the job in 8 more days. How many days would it have taken the second carpenter to do the complete job working alone?
Options:
A. 4 2/3
B. 7
C. 9
D. 14
E. 28
Answer:
|
E
| 7,738 |
algebra
|
Question: There are 5 cars to be displayed in 5 parking spaces with all the cars facing the same direction. Of the 5 cars, 3 are red, 1 is blue and 1 is yellow. If the cars are identical except for color, how many different display arrangements of the 5 cars are possible?
Options:
A. 20
B. 25
C. 40
D. 60
E. 125
Answer:
|
C
| 11,395 |
algebra
|
Question: The equal amounts of money are deposited in two banks each at 15% per annum for 3.5 years and 5 years respectively. If the difference between their interests is Rs.144, find the each sum?
Options:
A. Rs.648
B. Rs.640
C. Rs.629
D. Rs.620
E. Rs.622
Answer:
|
B
| 5,826 |
algebra
|
Question: In 19 years time the combined ages of my three brothers will be 94. What will it be in nine years time?
Options:
A. 45
B. 62
C. 82
D. 97
E. 56
Answer:
|
C
| 12,974 |
algebra
|
Question: T divided by S equals 405.24 what is a possible remainder?
Options:
A. 54
B. 2
C. 9
D. 40
E. 4
Answer:
|
A
| 7,881 |
algebra
|
Question: If the price of sugar rises from Rs. 6 per kg to Rs. 7.50 per kg, a person, to have no increase in his expenditure on sugar, will have to reduce his consumption of sugar by
Options:
A. 10%
B. 20%
C. 25%
D. 30%
E. None
Answer:
|
B
| 14,411 |
algebra
|
Question: A cistern 12 meters long and 4 meters wide contains water up to a depth of 1 meter 25 cm. What is the total area of the wet surface?
Options:
A. 64
B. 72
C. 80
D. 88
E. 96
Answer:
|
D
| 809 |
algebra
|
Question: If a and b are odd integers, which of the following must be an even integer?
Options:
A. a(b – 2.
B. ab + 4
C. (a + 2. (b – 4.
D. 3a + 5b
E. a(a + 6.
Answer:
|
D
| 10,996 |
algebra
|
Question: A number is doubled and 9 is added. If the resultant is trebled, it becomes 75. What is that number?
Options:
A. 3.5
B. 6
C. 8
D. 7
E. 4
Answer:
|
C
| 11,192 |
algebra
|
Question: Which of the following describes all values of x for which 1–x^2 <= 0?
Options:
A. x >= 1
B. x <= –1
C. 0 <= x <= 1
D. x <= –1 or x >= 1
E. –1 <= x <= 1
Answer:
|
D
| 2,650 |
algebra
|
Question: John want to buy a $100 Trouser at the store, but he think it’s too expensive. Finally, it goes on sale for $75. What is the percent decrease?
Options:
A. 20%
B. 30%
C. 40%
D. 25%
E. 60%
Answer:
|
D
| 12,126 |
algebra
|
Question: If the number 52,1n9, where n represents the tens digit, is a multiple of 3, then the value of n could be which of the following?
Options:
A. 6
B. 5
C. 3
D. 1
E. 0
Answer:
|
D
| 14,862 |
algebra
|
Question: What is the decimal equivalent of (1/6)^2?
Options:
A. 0.0016
B. 0.0625
C. 0.16
D. 0.278
E. 0.5
Answer:
|
D
| 11,646 |
algebra
|
Question: Nitin’s salary is reduced by 10% and then reduced salary is increased by 10%. Find ,how many percentage his present salary is less as compared to his previous salary?
Options:
A. 6
B. 7
C. 8
D. 1
E. 4
Answer:
|
D
| 3,190 |
algebra
|
Question: Kira's seafood restaurant gets a delivery of fresh seafood every day, 7 days per week, and her delivery company charges her dollars per delivery plus cents per item delivered. If lst week Sarah's seafood restaurant had an average of x items per day delivered, then which of the following is the total cost, in dollars, of last week's deliveries ?
Options:
A. 7cdx/100
B. d + 7cx/100
C. 7d + xc/100
D. 7d + 7xc/100
E. 7cdx
Answer:
|
D
| 3,620 |
algebra
|
Question: What is the sum of the greatest common factor and the lowest common multiple of 12 and 36?
Options:
A. 48
B. 22
C. 32
D. 36
E. 38
Answer:
|
A
| 1,702 |
algebra
|
Question: in how many ways u can form a group of 11 members from 5 men and 11 women if the men member not more than 3?
Options:
A. 2256
B. 2356
C. 3456
D. 4456
E. 1554
Answer:
|
A
| 11,728 |
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