Critical Reasoning
বৃহস্পতিবার, ১ ডিসেম্বর, ২০২২
Mathematics Practice for EMBA Entrance Exam Part 2
Mathematics Practice
Mathematics Problem for Practice: Solve each of the following problems: 01. Today is Arif’s 12th birthday and his father’s 40th birthday. How many years from today will Arif’s father be twice as old as Arif at that time? A) 12 B) 16 C) 18 D) 24 E) None 02. Sharif ran a 2 mile race at an average speed of 8 miles per hour. If Arif ran the same race at an average speed of 6 miles per hour, how many minutes longer than Sharif did Arif take to complete the race? A) 15 B) 10 C) 8 D) 5 (E) none 03. Three workers can do a job in 12 days. Two of the workers work twice as fast as the third. How long would it take one of the faster workers to do the hob alone? A) 30 B) 35 C) 40 D) 42 E) none 04. A rectangular area of 16 meters by 12 meters, is surrounded by a road 3 meters wide. The area of the road is : A) 78 B) 132 C) 204 D) 216 E) none 05. x, y, & z are consecutive integers. If 0 < x < y < z and (x + y + z) is an odd integer, which of the following could be the value of z? A) 2 B) 3 C) 4 D) 5 E) none 06. Coffee A normally costs 100 taka per pound. It is mixed with coffee B, which normally costs 70 taka per pound, to form a mixture which costs 88 taka per pound. If there are 10 pounds of the mix, how many pounds of coffee A are used in the mix? A) 4 B) 5 C) 6 D) 7 E) none 07. The ratio of green marbles to red marbles in a box is 3:5. If there are 24 marbles in the box, how many additional green marbles will be required to make the ratio of green marbles to red marbles 1:1? A) 12 B) 9 C) 6 D) 3 E) none 08. Club A has 20 members and Club B has 28. If a total of 42 people belong to the two clubs, how many people belong to both clubs? A) 3 B) 4 C) 5 D) 6 E) none 09. A sales person earns a commission of 5% on all sales between TK. 2000 and TK. 6000 and 8% on all sales over TK. 6000. What is his total commission in a week in which his sales total TK. 10,000? A) 500 B) 540 C) 620 D) 720 E) none 10. If X is an odd integer and Y is an even integer, which of the following statements is (are) always true? (I) X+ Y is odd. (II) XY is odd. (III) 2X+ Y is even. A) I only B) II and III only C) III only D) I and III only E) none 11. A football team has won 40 games out of 60 played. It has 32 more games to play. How many of these must the team win to make it record 75% win for the season? A) 20 B) 25 C) 29 D) 32 E) none 12. Of 24 kgs of salt water 8% is salt; of another mixture 4% is salt. How many kgs of the second mixture should be added to the first mixture in order to get a mixture that is 5% salt? A) 48 B) 56 C) 64 D) 72 E) none 13. If a man was r years old s years ago, how many years old will he be t years from now? A) s + r + t B) rs + t C) s – r + t D) r – s + t E) none 14. Arif travels rd of the distance at an average speed of 5 km/hr, th of the distance at an average speed of 4km/hr and the test 12 miles in 2 hours. What is the total distance traveled by Arif? A) 45 B) 48 C) 52 D) 54 E) none 15. Arif gave x no. of stamps to Sharif. He gave Babu one more stamp than he gave Sharif and he gave Asif two stamps fewer than he gave Babu. In terms of x, how many stamps did Arif give to Baby, Sharif and Asif? A) 3x B) 3x + 1 C) 3x – 1 D) 3x + 2 E) none 16. A mother can do a fob as fast as her 2 daughters working together. If one daughter does the job alone in 3 hours & the other does it alone in 6 hours, how many hours does it take the mother to do the job alone? A) 2 B) 3 C) 4 D) 6 E) none 17. Before anybody could notice, Arif took 1/3 of the chocolates from a box. Later, his three sisters arrived and the remaining chocolates were distributed equally among the four of them. Arif received a total of 48 chocolates. How many did each of her sisters receive? A) 16 B) 18 C) 21 D) 24 E) none 18. A ferry can carry 20 buses or 32 cars. If there are 15 buses on the ferry, how many cars can be loaded into it? A) 6 B) 8 C) 12 D) 15 E) none 19. A box contains 24 balls, some red and some black. Each of the following could be the ratio of red to black balls except A) 1 : 1 B) 3 : 1 C) 5 : 3 D) 4 : 3 E) 5:1 20. Mr. Rahim who is 28 years of age has a son who is 4 years old. In how many years will Mr. Rahim be 4 times as old as his son? A) 1 B) 2 C) 3 D) 4 E) 5 21. In a list of numbers, each number after the first is exactly one-third the number immediately preceding it. If the seventh number in the list is 2, what is the fourth number in the list? A) 54 B) 63 C) 27 D) 36 E) none of these 22. If m>n, n<p and n>0, which of 1. the following must be true? A) mn > p^2 B) mp > n^2 C) pn > m^2 D) mn > np E) none of these 23. Anwar usually walks to his house from his office at a speed of 8 km per hour. It takes him 10 minutes longer to walk the same distance at 6 km per hour. What is the distance (in km) between his house and office? A) 7 B) 6 C) 5 D) 4 E) none of these 24. A team of 2 men and 5 women completed one-fourth of a job in 3 days. After 3 days another man joined the team and they took 2 days to compete another one-fourth of the job. How many men can complete the whole job in 4 days? A) 4 B) 6 C) 8 D) 9 E) none of these 25. A triangular plot with sides of 25 feet, 40 feet, and 55 feet is to be surrounded by a fence built on pillars set 5 feet apart. How many pillars will be required to surround the plot? A) 21 B) 22 C) 23 D) 24 E) none of these 26. ABC is an equilateral triangle. If ÐFGH = 50°, FG = FH, BD = AE and DH = EG, what is the value of ÐCDF? A) 80° B) 90° C) 100° D) 110° E) none of these 27. If m is an even integer and n is an odd integer and both are positive numbers, which of the following must be even? A) m^2 + n^2 B) mn + n^2 C) m^3 + n^2 D) mn + m^2 E) none of these 28. In a sugar-water solution, the ratio of water to sugar is 8 : 3. If you add 2 kgs of sugar, the ratio becomes 2:1. What is the amount of sugar in the original solution in kg? A) 3 B) 4.5 C) 6 D) 8 E) none of these 293. M is a set of 5 consecutive integers whose average is 4. N is a set of 7 consecutive integers whose average is 7. How many members of set N are also members of set M? A) 0 B) 1 C) 2 D) 3 E) none of these 30. Asif is twice as old as Rafique, and Karim is 6 years younger than Rafique. Four years ago, Asif was 4 times as old as Karim. How old is Karim now? A) 8 B) 12 C) 16 D) 20 E) none of these 31. Three workers, X, Y and Z, are paid a total of Tk. 5,500 for a particular job. X is paid 133.33% of the amount paid to Y and Y is paid 75% of amount paid to Z. How much is paid to Z? (A) 1,750 (B) 1,850 (C) 1,950 (D) 2,000 (E) none of these 32. In a certain club, 70% of the members are married, and of the married members, 60% are female. If 60% of the members are female, what percent of the members are unmarried male? A) 8% B) 12% C) 18% D) 22.5% E) none of these 33. The mile meter of a car misses every eleventh mile being traveled. After a certain time, the meter shows that 1251 miles were traveled. How many miles were actually traveled? A) 1291 B) 1325 C) 1376 D) 1421 E) none of these 34. B and C are points on a straight line AD, where AB = BC = CD. What 1. percent of AC is AD? A) 1.5% B) 50% C) 66.67% D) 133.33% E) 150% 35. A square floor with side of 5 meter is to be covered with square tiles. If each tile has a perimeter of 0.8 meter, what is the minimum number of tiles needed to cover the floor? A) 144 B) 425 C) 500 D) 625 E) none of these 36. On an average, Arif sells 10 dozens of apple per day and Karim sells 12 dozens of apple per day. Arif’s selling price is 1.5 times as much as that of Karim’s. If Karim’s weekly sales is Tk. 4,200, what is Arif’s weekly sales in taka? A) 4,800 B) 5,000 C) 5,250 D) 5,500 E) none of these 37. The sum of 6 consecutive odd integers exceeds twice the biggest integer by 38. Find sum of the six numbers. A) 42 B) 50 C) 57 D) 60 E) 72 38. A picnic was attended by 240 persons. There were 20 more men than women and 20 more adults than children. How many men were there in the picnic? A) 240 B) 75 C) 110 D) 130 E) 200 39. If 3<x<7 and 5>y>2, which of the following must be true? A) x + y > 8 B) x – y > 0 C) x – 2y < 2 D) 2x – y > 1 D) none of these 40. The price for a TV is 120% of its cost. The TV was sold at a 10% discount on the price. If the profit is Tk. 2,400, what is the cost of the TV in taka? A) 24,000 B) 27,500 C) 30,000 D) 32,000 E) none of these 41. The import duty on a car is 50% of its cost. An additional supplementary tax of 30% is charged on the cost plus import duty. If the total of import duty and supplementary tax is Tk. 2,85,00, what is the cost of the car? A) 3,00,000 B) 3,20,000 C) 3,75,000 D) 4,00,000 E) none of these 42. If 4 is subtracted from one-fourth of a number, result is 20. The number is A) 84 B) 92 C) 108 D) 116 E) none of these |
Mathematics Practice for EMBA Entrance Exam Part 1
Mathematics
Quantitative/ Mathematics section of MBA test uses problem solving and data sufficiency questions to gauge your skill level. To answer mathematical/quantitative questions you require knowledge of the following: • Arithmetic Problem solving questions are designed to test your basic mathematical skills and understanding of• Algebra • Commonly known concepts of geometry elementary mathematical concepts, as well as your ability to reason quantitatively, solve quantitative problems, and interpret graphic data. Few questions from Dhaka University Evening MBA admission test are given below for your understanding of question pattern and difficulty of question. (**Bold option is the correct answer) 01. What would be the percent increase in the area of a rectangular garden if the length and width of the garden are both increased by 30% ? A. 20% B. 24% C. 69% D. 27% E. 81% 02. In a shipment of 150 machine parts 10% were defective and in another shipment of 100 machine parts 5% were defective. For the two shipments combined, what percent of the machine parts were defective? A. 7.5% B. 8% C. 8.5% D. 9% E. 10% 03. The difference of two numbers is 2 and the difference of their squares is 16. The difference of their cubes will be between: A. 50 and 60 B. 60 and 70 C. 80 and 90 D. 90 and 100 E. 100 and 110 04. If a and c are both odd numbers, which of the following numbers must be n even number? A. a + c B. ac C. ac + 2 D. a + c + 1 E. 2a + c 05. If m + n = 3 and n/m = 2, then n is equal to: A. 1 B. 0 C. 2 D. 1.5 E. 0.5 06. How many 4-digit numbers greater than 7,000 can be formed from the digits 3,5,7, 8 and 9? A. 48 B. 60 C. 72 D. 80 E. 82 07. Find the approximate future value of Tk 5, 000 at 10% p.a. for 9 months: A. Tk 4,375 B. Tk 5,375 C. Tk 6,375 D. Tk 7,375 E. Tk 8,375 08. If x% of 40 is y, then 10x is equal to: A. 4y B. 10y C. 25y D. 100y E. 400y 09. If 25(5^x) = 1, then the value of x is: A. -2 B. -1 C. 0 D. 1 E. 2 10. Machine A produces 100 parts twice as fast as machine B does. Machine B produces 100 parts in 40 minutes. If each machine produces parts at a constant rate, how many parts does machine A produce in 6 minutes? A. 30 B. 25 C. 20 D. 15 E. 7.5 11. The price of rice goes up by 25% By how much should the consumption of rice be reduced to keep the total expenditure on rice at the previous level? A. 25% B. 20% C. 33.3% D. 24% E. 17.8% 12. The price of rice goes up by 25%. By how much should the consumption of rice be reduced to keep the total machine A produce in 6 minutes? A. – 1 B. 2 C. – 2 D. ±3 E. 4 13. What is the rate of discount if a product costing Tk 500 is sold for Tk 470? A. 0.05 B. 0.06 C. 0.03 D. 0.03 E. 0.30 14. In a survey of people owing cars or TVs it was revealed that 6% of those surveyed owned a car and 48% of those surveyed owned a TV. If 5% owned both a car and a TV, what per cent of them owned a car, or a TV or both? A. 42% B. 54% C. 50% D. 49% E. 53% 15. A store loses one tenth of its merchandise due to fire. An insurance company reimburses the store for two-fifths of lost merchandise. The insurance company paid the store Tk 8,250. What was the value of the store’s total inventory before the fire? A. Tk 2.060 B. Tk 12,875 C. Tk 51,500 D. Tk 206,250 E. Tk 160,000 16. The price of a television set is discounted by 10% and the reduced price is further discounted by 10%. The series of successive discount is equivalent to a single discount of: A. 25% B. 65% C. 29% D. 20% E. 19% 17. An investor wants to have $1 million in 20 years. If the return is 10% compounded annually, what lump-sum amount should be invested to attain the goal of the investor? A. $ 100,000 B. $117,459 C. $ 148,644 D. $161,506 E. $500,000 18. If m = n = 3s and m.n.s = 243, then s is equal to: A. 4 B. 2√2 C. 3 D. 3√3 E. 9 19. If you distribute Tk 25,800 between two persons at the ratio of 8:2, the difference between their shares would be. A. Tk 20,640 B. Tk 15,480 C. Tk 5,160 D. Tk 18,060 E. 12,900 20. If the population of Dhaka doubles every 10 years, how many times the population of the city will be in the year X+ 100 as compared to the years X? A. 200 B. 1,990 C. 1,000 D. 100 E. 1,024 21. A number of building blocks were purchased to construct a wall at cost of Tk 40 each, but only 5/6th of them were used. If the unused 290 bricks were returned and their cost refunded, what was the cost of building blocks used to make the wall? A. 76,000 B. Tk 22,800 C. Tk 30,400 D. Tk 41,400 E. Tk 58,000 22. A Ding-dong Restaurant Akram and Maisha pay Tk 240 as sales tax after a Tk 4000 lunch. If Maisha had ordered three more dishes so that their lunch had cost Tk 6,000, how much they would have to pay in sales tax? A. Tk 260 B. Tk 600 C. Tk 412 D. Tk 360 E. Tk 375 23. If 2^2x = 8^(x-1), the value of x is equal to: A. 2 B. 4 C. 5 D. 6 E. 3 24. A bus uses 18 gallons of petrol in fuel in traveling 270 miles. By how many miles per gallon the fuel mileage of the bus must be increased in order for it to travel the same distance using 10 gallons of petrol fuel? A. 8 B. 9 C. 12 D. 15 E. 27 25. In a class of 50 students 30 have taken Economics, 24 have taken Mathematics and 10 have taken both subjects. How many students have taken neither Economics nor Mathematics? A. 6 B. 4 C. 2 D. 8 E. 9 26. Toyota Road Tourer goes 15 miles on a gallon of gas when it is driven at 50 miles per hour. When the car is drive at 60 miles per hour it only goes 60% as far. How far will travel on a gallon of gas at 60 miles per hour? A. 12 miles B. 9 miles C. 20 miles D. 15 miles E. 7.5 miles 27. Two cars start from the same point and travel in opposite directions. If one car travels at 45 miles per hour and the other at 60 miles per hour, how much time will pass before they are 210 apart? A. 1.5 hours B. 2 hours C. 2.5 hours D. 3 hours E. 3.5 hours 28. What will be the approximate future value of Tk 1,000 in 10 years at 10% per year if interest in calculated monthly? A. 2,000 B. 2,2000 C. 2,500 D. 2,700 E. 3,000 29. You want to earn an annual interest of 10% on a note that you want to buy. What should be the nearest amount (in Taka) that you would pay for the note if it is worth Tk 5,000 and matures in 9 months? A. 4,000 B. 5, 500 C. 4,400 D. 4, 750 E. 4, 650 30. You spent a total of Tk 3,000 out of which Tk 300 was spent on meat. What angle was created for meat in a pie-chart? A. 100 degree B. 36 degree C. 46 degree D. 60 degree E. 10 degree 31. Ahnaaf purchased brand A T-shirts for TK 400 a piece and brand B-T-shirt for Taka 280 a piece. If Ahnaaf purchased a total of 12 of these T-shirts for Taka 4,200, how many brand A T-shirts did he purchase? A. 4 B. 5 C. 6 D. 7 E. 8 32. A man borrows Tk 20,000 at 4% compound interest and agrees to pay both the principal and the interest in 10 equal annual installments at the end of each year. What is the amount of these installments? A. 2,360 B. 2,415 C. 2,470 D. 2,475 E. 2,510 33. A trader marks up is 100%. During the first week he allows 20% discount on the mark up price. During the second week he again allows 20% discount on discounted price. How much does the trader make profit on second week’s sale? A. 100% B. 50% C. 80% D. 28% E. 60% 34. If 5y = 2y – 6, what does y + 5 equal? A.–3 B. 3 C. 7 D. 5 E. –2 35. If a + √b = x + √y, what will be the value of ab? A. a√x B. b√y C. √x√y D. √a√b E. xy 36. Find out the next numbers in a sequence of 3, 6, 11, 18 ………… A. 24 B. 25 C. 26 D. 27 E. 28 37. Find out the value of 2a + 2b if a + 2b = 6 and a + b = 10. A. 1 B. 4 C. 20 D. –6 E. –20 38. The first 100 copies of a book cost Tk x each. After the first 100 copies have been printed, extra copies cost Tk x/10 each. How much Taka would be required to print 300 copies of the book? A. 120x B. 140x C. 150x D. 160x E. 200x. 39. Distribute 6000 items among 2 girls, 5 boys and 3 men in such a way that a boy will get twice the items a girl gets and a men will get thrice of what a boy gets. How many items 2 men will get? A. 200 B. 2400 C. 1200 D. 4800 E. 1000 40. Machine A fills 120 bottles in every 40 seconds and Machine B fills 100 bottles in every 20 seconds. If the two machines run simultaneously fill, how many seconds will it take to produce a total of 200 bottles? A. 20 B. 22 C. 25 D. 28 E. 32 41. If (7.5/.5+x)=10, then x = A. 0.3 B. 0.5 C. 2.5 D. 0.1 E. 0.25 42. ABC is an isosceles triangle. Its two sides AB and AC are equal to one another. Its BAC = 20 degree. The baseline BC is extended upto D. Of how many degrees is the angle ACD? A. 80 degree B. 100 degree C. 90 degree D. 110 degree E. 120d degree 43. If the total salary expense of a company in year Y was Tk. 84,000, which was 20% more than in year X, what was the total salary expense in Taka in year X? A. 64,000 B. 68,320 C. 70,000 D. 60,000 E. 52,320 44. If a > b > c, then which of the following is true? A. a – b < b – c B. a – c > a – b C. a + b = b + c D. a – c < a – b E. a + b > 2a 45. What percent of 3/4 is 1/4 of 3/5? A. 15% B. 20% C. 33 1/3% D. 75% E. 80% 46. Between two consecutive numbers if one-fourth of the smaller one exceeds the one-fifth of larger one by 3, find out the numbers. A. 64 & 65 B. 60 & 61 C. 44 & 45 D. 40 & 41 E. 20 & 21 47. The integrated value of ax^2 + bx + c (in terms of x) is : A. B. C. D. 2ax + b E. 48. In how many ways can 4 Bangladeshis and 4 Americans be seated at a round table so that no two Bangladeshis may be together? A. 104 B. 124 C. 134 D. 144 E. 154 49. In the final examination 20% students failed in Math and 25% students failed in Bangla. Fifteen percent students failed in both Bangla and Math. If 28 students passed in both Bangla and Math, what is the total number of students? A. 40 B. 12 C. 30 D. 56 E. 80 50. Ali lives 4 km north of school and Moshi lives 3 km east of school. A straight road is made between Ali’s house and Moshi’s house. If the cost of road is Taka 100,000 per km, what is total cost of constructing the road in Taka? A. 7,00,000 B. 6,00,000 C. 5,00,000 D. 4,00,000 E. 8,00,000 51. If p is less than q which of the following numbers is greater than p and less than q? A. ((p+q)/2 B. (pq)/2 C. q^2– p^2 D. pq E. q – p 52. Given that a and b are real numbers, let f (a, b) = ab and let g(a) = a^2 + 2, then f [3, g (3)]=? A. 3a^2 + 2 B. 3a^2 + 6 C. 27 D. 29 E. 33 53. The ratio of the number of boys to the number of girls in a certain school club is 3:4. If there are 5 more girls than boys in the club, how many girls are in the club? A. 7 B. 8 C. 12 D. 15 E. 20 54. Out of a total of 600 employees in a corporation, 54 percent are females and 25 percent of these females work in research. If 48 percent of the total numbers of employees work in research, how many male employees do not work in research? A. 292 B. 98 C. 357 D. 69 E. 149 55. In each production lot for a certain toy, 25 percent of the toys are red and 75 percent of the toys are blue. Half of the toys are size A and Half are size B. If 10 out of a lot of 100 toys are red and size A, how many of the toys are blue and size B? A. 15 B. 25 C. 35 D. 40 E. 30 56. One-fifth of the light switches produced by a certain factory are defective. Four-fifths of the defective switches are rejected and one-twentieth of the non-defective switches are rejected by mistake. If all the switches not rejected are sold, what percent of the switches sold by the factory are defective? A. 4% B. 5% C. 6.75% D. 18% E. 13% 57. Hasan’s income is 50% more than Javed’s income, and Javed’s income is 40% less than Babu’s income. What percent of Babu’s income is Hasan’s income? A. 160% B. 90% C. 96% D. 120% E. 75% 58. At apartment complex z, 30 percent of the residents are men over the age of 18 and 40 percent are women over the age of 18. If there are 24 children living in the complex, how many total residents live in apartment complex z? A. 32 B. 80 C. 94 D. 112 E. 124 59. If x > 1 and (√x/(x^3)), what is the value of m? A. -7/2 B. –3 C. -5/2 D. –2 E. -3/2 60. If x is equal to 2 more than the product of 4 and z, y is equal to 2 less than the product of 3 and z, then how much 3x is greater than 4y? A. 2 B. –2 C. 12 D. 5 E. 14 61. If the average of the four numbers M, 2M+3, 3M+1 is 63. What is the value of M? A. 11 B. 15.75 C. 22 D. 23 E. 25.3 62. Shuma receives 10% raise each year for three consecutive years. What was her salary after three raises if her salary was Tk. 10000 per month? A. 13105 B. 13310 C. 14520 D. 14109 E. 15221 63. The sum of an odd and an even number is: A. Sometimes an odd number B. Always an odd number C. Always a prime number D. Always divisible by 2 E. Always divisible by 3, 5, or 7 64. A student has an average of 86 in three examination. What grade must he/she receive on his/her next test to raise his/her average to 88? A. 94 B. 90 C. 92 D. 100 E. 96 65. In a group of 9 children, there are twice as many girls as boys, and twice as many right-handed people as there are left-handed people. If a third of the boys are left handed, how many girls are right-handed? A. 1 B. 3 C. 4 D. 5 E. 6 66. If m is an integer, then which of the following is the sum of the next two even integers greater than 4m+1? A. 8m+2 B. 8m/4 C. 8m+6 D. 8m+8 E. 8m+10 67. The length of a rectangle is three times the width . If the perimeter is 36 cm, the width is: A. 9 cm B. 4.45 cm C. 13 cm D. 13.5 cm E. 18 cm 68. What is the smallest number of apple that can be distributed equally (without cutting any apple) among 6, 10, 14 or 18 boys? A. 1260 B. 315 C. 360 D. 630 E. 780 69. If there are 5 routes for traveling between two places A and B, how many option are there for a person to travel from A to B and return back? A. 5 B. 10 C. 9 D. 25 D. 20 70. The quantity of goods produced in firm is given by the equation x^2+5x=6, where x is number of units produced in thousand units. If you solve this equation, what is the rational level of production? A. 6000 B. 4000 C. 5000 D. 1000 E. 2000 71. If 3/p=6 and 3/q= 15 then p-q=? A. 1/3 B. 2/5 C. 3/10 D. 5/6 E. 5 72. What number should come next of the series: 201, 202, 204, 207, ------? A. 205 B. 208 C. 210 D. 211 E. 213 73. A store usually sells certain item at a 40% profit. In one week, the store has a sale during which the item is 20% less than the usual price. During the sale what is the percent profit the store makes on the item? A. 6% B. 8% C. 11% D. 12% E. 14% 74. The purchase price of an article is Tk 80. In order to include 20% of the cost for overhead and to provide Tk 20 net profit, the mark up should be: A. 16% B. 21% C. 25% D. 35% E. 45% 75. Mr. X invests Tk 2400 in the Brac Bank at 5%. How much additional money must he invest at 8% so that the total annual income will be equal to 6% of his entire investment? A. Tk 1200 B. Tk 3000 C. Tk 1000 D. Tk 3600 E. Tk 2400 76.Suppose you begin reading a book on page h and end on age k. if you read each page completely and the page are numbered and read consecutively, then how many pages have you read. A. h+k B. h-k C. k-h+2 D. k-h-1 E. k-h+1 77. The length of a rectangle is 7 more than its width. If the perimeter of the rectangle is the same as the perimeter of a square of side 8.5, what is the length of a diagonal of the rectangle? A. 12 B. 13 C. 23 D. 31 E. 33 78. If one root of the equation 2x^2 + x - k = 0 is 6, what is the value of k? A. 90 B. 42 C. 18 D. 10 E. -10 79. If a 10% deposit has been paid toward the purchase of a certain product is Tk 110, how much more remains to be paid? A. 880 B. 990 C. 1000 D. 1010 E. 1110 80. Taxi service charge an initial fee of Tk 22.50 at the begining of a tri and an additional charge of Tk 3.50 for 2/5 of a mile traveled. What is the total charge for a trip of 3.6 miles? A. Tk 31.50 B. Tk 44.50 C. Tk 45.00 D. Tk 48.00 E. Tk 54.00 81. If 5a=3b=25, then 30ab=? A. 50 B. 100 C. 625 D. 1000 E. 1250 82. At a special sale, 5 tickets can be purchased for the price of 3 tickets. If 5 tickets are purchased at this sale, the amount saved will be what percent of the original price of the 5 tickets? A. 20% B. 33 1/3% C. 40% D. 60% E. 66 2/3% 83. How many prime numbers are there from 1 to 30? A. 11 B. 8 C. 9 D. 10 E. 12 |
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