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- 1. Multiple ChoiceThere are four green leaves and 7 brown leaves on the ground. What is the chance of picking brown leaves on the ground?4/117/111/71/4
- 2. Multiple ChoiceDivide 240 into three parts in the ratio 2:4:6. What are the parts?40:80:12040:80:16040:80:10040:80:180
- 3. Multiple ChoiceA flagpole casts a shadow of 40 at the same time that 3-meter stick beside cast a shadow of 4 meters. What is the height of flagpole?50 m47 m3.15 m30 m
- 4. Multiple ChoiceIf x is an integer such that 3<x<23, -6<x<16 and 14<x<19, then x is _____________.22151018
- 5. Multiple ChoiceFor what value of x will the points (0,-3), (1,-1), (2,x) be collinear?1-103
- 6. Multiple ChoiceA new overhauled taxi covered a distance of 55 km in the first hour, 65 km in the second hour, 75 km in the third hour, and so on. How far did it cover during the seventh hour?115 km120 km130 km140 km
- 7. Multiple ChoiceIn an office the ratio of the male employee to female employee is 1:3. If there are 12 male employees, how many employees are there in said office?24483616
- 8. Multiple ChoiceWhat time after 4:00 will the minute hand and the hour hand of a clock first be in the same position?12:00:004:21:494:20:094:22:49
- 9. Multiple ChoiceIf x is an even integer and if y is an odd integer, then x² + y² is always _________.an odd integeran even integera square of an integera prime number
- 10. Multiple ChoiceThe zeroes or roots of the function or equation y = x² - x - 6 are?-3 and 2-3 and -23 and -23 and 2
- 11. Multiple ChoiceHow many ordered pairs of integers (x,y) satisfy x²+y²<16?4516925
- 12. Multiple ChoiceIf x is an odd number, then which of the following best describes the number represented by x² +2x + x?It can be odd or evenIt must be oddIt must be evenIt must be divisible by 3
- 13. Multiple ChoiceHow much is 8.5% of 2,847.84?242.07544.07342.07442.07
- 14. Multiple ChoiceWhat is one-ninth of 3^81?9^273^793^93^27
- 15. Multiple ChoiceIf 6<a<10 and 8<b<16, what are the possible values of a+b?a+b must be between 5 and 26a+b must be between 14 and 26a+b must be equal to 22a+b must be between 6 and 16
- 16. Multiple ChoiceLet N = √( (1/3 + 1/9 + 1/27 + 1/81) + (1/9 + 5/27) ). N is also equal to _____________,7/95/91/278/9
- 17. Multiple ChoiceIf n = -1,000,000, which of the following is a positive number?n/4 - n/8n/2 - n/4-n (n-100)n/8 - n/4
- 18. Multiple ChoiceFind the ratio x : y if x : y : 4/5 = 3/5 : 1/10 : 7/15.1 : 66 : 13 : 11 : 3
- 19. Multiple ChoiceFor the same amount the number of kilos of sugar that can be bought today to that 3 years ago is 2:3. It can buy 8 kilos now, how many kilos could my money have bought 3 years ago?1110 1/21213 1/2
- 20. Multiple ChoiceIn which of the following numerals does the digit 6 means 6000?261,52030,65265,431206,149
- 21. Multiple ChoiceIn a right triangle, the measure of an acute angle is 3 times as large as the other. What is the measure of each acute angle?21.5° and 68.5°22.5° and 67.5°23.5° and 66.5°24° and 26°
- 22. Multiple ChoiceWhat is the smallest number greater than 1 that leaves a remainder of 1 when divided by any of the integers 5, 6, and 12?31436113
- 23. Multiple ChoiceThe reciprocal of 5 plus the reciprocal of 8 is the reciprocal of what number?3/402/1340/1313/40
- 24. Multiple ChoiceWhat is the simplest form of (8x+4)/4 / (2x+1)?x1-10
- 25. Multiple ChoiceWhich combination of the following statements can be used to demonstrate that a is positive?
I. a > b
II. 0<a<1Both I alone and II aloneNeither I nor II nor bothI and II taken together but neither taken aloneI alone but not II - 26. Multiple ChoiceIf a = 5, b = 4 and c = 6, what is the value of (ac-bc) / (a+b+c)?7/154/156/155/15
- 27. Multiple ChoiceThe absolute value of the difference of the cubes of any two consecutive positive integers is always _________.an odd integeran even integerthe cube of an integera multiple of 3
- 28. Multiple Choicea + b = 11, b + c = 15 and a + c = 10, what is the value of a + b + c?18202436
- 29. Multiple ChoiceAn isosceles triangle has a vertex angle of 58°. What is the measure of each base angle?62°61°64°63°
- 30. Multiple ChoiceWhat is the units digit of the product of the first 1,000 smallest prime numbers?2501
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