Question # 1

Resolve into factors: (a + b)² - 14c(a + b) + 49c².

Choose an answer

(a - b - 9c)³

(a + b -7c)²

(a + b +9c)²

None of these

Ali was 40 years old when his son Asim was born. How old was Ali when he was 5 times as old as Asim ?

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40

45

50

60

Resolve into factors: 4x² + 12xy + 9y² - 8x -12y

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(3x + 2y)(4x + 2y - 3)

(2x + 3y)(2x + 3y - 4)

(2x - 3y)(2x + 3y + 4)

None of these

Find the value of k if f(x) = x³ - kx² + 11x-6 and (x-1) is a factor of f(x).

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6

4

8

None of these

x = 3 is solution of the question 3x² + (k - 1) x + 9 = 0 then k has value

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13

-13

11

-11

As a fund-raiser, the school band was selling two types of candy: lollipops for 40 cents each and chocolate bars for 75 cents each. One Monday, they sold 150 candies and raised 74 dollars. How many lollipops did they sell ?

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75

90

96

110

120

If |3x|/2 = 3, then solution set is :

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{(2,1)}

{(2,0)}

{(2,3)}

{(2, -2)}

The minimum value of x² + 8x + 17 is

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-1

0

1

17

If (x - 1) is a factor Ax³ + Bx² - 36x + 22 and 2^B = 64^A, find A and B

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A = 4, B = 16

A = 4, B = 24

A = 4, B = 12

A = 8, B = 16

If x+3/2 + 3x =5(x-3) + x+23/5, what is the value of x ?

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3

5

7

9

11

In an examination, a student attempted 15 questions correctly and secured 40 marks. If there were two types of questions (2 marks and 4 marks questions), how many questions of 2 marks did he attempt correctly ?

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5

10

20

40

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