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1 How many numbers between 200 and 500 are divisible by 13?
2 The first five multiples of 17 are:
A. 0, 1, 17, 34, 51
B. 17, 34, 51, 68, 85
C. 38, 57, 76, 95, 114
D. None of these
3 The number which is divisible by 7 but not by 14 is:
D. None of these
4 The total number of even prime numbers is:
D. None of these
5 The least prime number is:
6 The smallest member of set W is:
7 The smallest even number of three digits is:
8 One third of 10% of 90 is:
9 The cube of ½ is:
10 3 – 7 =?
11 If 1 is added to the denominator of a fraction, it becomes (1/2) and if 1 is added to the numerator, the fraction becomes 1. The fraction is:
12 How many two digits numbers are there which are divisible by 6?
13 A number whose fifth part increased by 5 is equal to its fourth part diminished by 5, is:
14 If (5a) (5b) =5c/5d, then what is d in terms of a, b and c?
A. a + b – c
B. a – b + c
C. a + b + c
D. c – a – b
15 Which of the following is equal to (38 x 39)10 ?
16 If 0 < P < 1, which of the following lists the numbers are in increasing order?
A. P, √P, P2
B. P, P2, √P
C. √P, P, P2
D. P2, P, √P
17 (16)7/4 is equal to:
D. None of these
18 of a number exceeds it’s by 8. The number is:
19 90% of 90 is:
20 The smallest 4-digit number using 7, 0; 8 and 9 is:
21 One third of 10% of 120 is:
22 Find the number, one sixth of which exceeds its one ninth by 654
23 Quantity A Quantity B
X2 + 1 2X – 1
A. Quantity A is greater
B. Quantity B is greater.
C. The two quantities are equal.
D. None of these
24 If f, g, and h are positive integers such that, f is a factor of g, and g is a factor of h, which of the following statements must be true?
A. f is a factor of g2
B. f is a factor of gh
C. f is a factor of h – g
D. All statements are true
25 If x =10-1, what is the value of (x+ ?
26 A rugby pitch is 70 m wide and 144 m in length. What is the approximate area of the rugby pitch in hectares?
A. 1.005 hectares
B. 1.007 hectares
C. 1.007 hectares
D. 1.008 hectares
27 The White tiger population in Country A is 60% of the Siberian tiger population in Country
B. The population of White tigers in Country C is 50% of that in Country A. If the White tiger population in Country C is 420, what is the White tiger population in Country B?
28 If y = 4 and 6y = 10z + y, then z =?
29 A sequence of numbers is: 2, 5, 8, and 11. Assuming it follows the same pattern, what would be the value of the 20th number?
30 The first four numbers of a sequence are 5, 10, 20, 40. Assuming the pattern continues, what is the 6th term of the sequence?
31 Given f(x) = x2 – 9. What are the zeroes of the function?
A. -1, 1
B. -2, 2
C. -3, 3
D. -4, 4
32 Give the lines y = 0.5x+3 and y=3x-2. What is the y value of the point of intersection?
33 Ali’s and Ahmad’s current ages are represented by t and s, respectively. If in five years, Ali will be twice as old as Ahmad, which of the following represents t in terms of s?
34 10 Bottles of paint will cover 75 ft2. How many Bottles of paint will be required to paint the area of a rectangular wall that has a height of 8 ft and a length of 24 ft?
A. 22.8 gallons
B. 25.6 gallons
C. 31.4 gallons
D. 34.4 gallons
35 If a % b = (2b + 3a) / (6ab), what would have a greater value, 2%3 or 3%2?
36 What is the number, which decreased by 7 is equal to 10 increased by 7?
37 If 5 + x is 5 more than 5, what is the value of 2x?
38 Let f(x) = 2x3 + 7x2 – 4x and g(x) = 4x – x3. If k is a positive number such that f(k) = 0, then what is g(k)
39 The sum of two consecutive positive even integers is two greater than one-tenth of the product of the two integers. What is the sum of the positive factors of the smaller integer?
40 In a group of 24 Adults, there are twice as many women as there are men. How many men are there?
41 For each megawatt of power that it produces, a power plant spends $30,000 on coal, $50,000 on salaries, and $20,000 on general expenses. If the plant produces 250 megawatts, how much does it spend on salaries and general expenses combined?
42 For what value of x does 4(3x – 2) = 12?
43 If 11 + 3x is 29, what is 2x?
44 If 2x = 3y = 6z = 48, what is the value of x * y * z?
45 If 3|x – 2| = 12 and |y + 4| = 8, then |x – y| can equal ALL of the following EXCEPT:
46 If a line has an equation of 2y=3x+3, what is the slope of a line that is perpendicular to the line?
47 Solve for x?
D. No Solution
48 If $ is defined for all numbers x and y to be x$y= x2−2xy, then what is 4$2?
49 Call service costs $0.50 per minute for the first ten minutes and is $0.20 a minute thereafter. What is the equation that represents the cost of call in dollars when time is greater than 10 minutes?
A. 5.00+0.20 (x)
B. 5+0.20 (x+10)
C. 5.00+0.20 (x−10)
D. 10+0.20 (x−10)
50 Zora goes on a trip of b kilometres at a speed of c kilometres an hour. How long did the trip take?