Mathematical Logic test 02
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MATHEMATICAL LOGIC test 2
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#1. Club A has 30 members and Club B has 37 members. If total of 61 people belong to the two clubs, how many people belong to both the clubs?
#2. If a man was 22 years old three years ago, how many years old will he be 5 years from now?
#3. Five consecutive integers are given. If the average of first three integers is 10, what will the difference between the first and last number?
#4. A ferry can carry 15 loaded trucks or 24 cars at a time. If there are 10 loaded trucks, how many cars can be loaded into it?
#5. A football team has lost 22 games out of 58 played. It has 37 more games to play. How many of the rest the team must win to make it record 80% win for the tournament?
#6. The ratio of green marbles to red marbles in a box is 3:2. If there are 35 marbles in a box, how many additional blue marbles will be required to make the ratio of green marbles to blue marbles 1:1?
#7. The 356 members of a Metro Chamber of Commerce will vote to choose the president. With five candidates seeking office, what is the least number of votes a successful candidate could receive and yet have more votes than any other candidate?
#8. A boy purchased some candy from a shop for $1.20. In another shop he found that the price of per piece candy is 3 Cent less than that charged at the previous shop, and as such he could have purchased 2 more candy. How many candy did he buy?
#9. The size of the smaller angle between the hands of the clock at half past six, expressed in degrees, is
#10. Three workers A, B and C are paid a total of $55 for a particular job. A is paid 133.33% of the amount paid to B and B is paid 75% of the amount paid to Z. How much wages paid to Z?
#11. In a sugar-water solution, the ratio of water to sugar is 8:3. If additional 2 kg of sugar is added with 6 kg of solution, what will be the ratio of water to sugar?
#12. The mile meter of a car misses every eighth mile being traveled. Reaching the destination, the meter shows that 273 miles were traveled. How many miles were actually travelled?
#13. Sophie usually walks to her house from office at a speed of 8 kmph. It takes her 10 minutes longer to walk the same distance at 6 kmph. What is the distance between house and office.
#14. 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 complete another one-fourth of the job. How many men can complete the whole job in 4 days?
#15. A is twice as old as B, and D is 6 years younger than B. Four years ago, A was 4 times as old as C. How old is C now?
#16. An oddly shaped rock having uniform density and weighing 64 grams is broken into two pieces. One of the two pieces weighs 48 grams and has a volume of 33 cc. what is the volume of original rock?
#17. A car travelling at 65 kmph passes another car running at 50 kmph in the same direction at 11 A.M. How far apart are the cars at 3 P.M.?
#18. If the product of three consecutive integers is 120, then what will be the sum of the integers?
#19. A car travelled 75% of the way from city A to B at an average speed of 50 kmph. The car travels at an average speed of S kmph for the remaining part of the trip. If the average speed for the entire trip was 40 kmph, what will be the value of S?
#20. A post office imposes a service charge of $0.75 per order on any money order in the amount of $2,500 or less, and $1.00 per order on any money order in amount from $2,501 through $70,000. If Marie purchases 3 money orders in the amounts of $1,825, $2,500 and $12,750, what is the total service for her money order?
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