1 .
    What is the sum of two consecutive even numbers, if the difference of their squares is 92?
    A.  52
    B.  56
    C.  42
    D.  46
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    2 .
    Find the factor of 8$x^2$- 18x + 9.
    A.  (4x - 3) (2x + 3)
    B.  (8x - 1) (x - 9)
    C.  (8x - 3) (x - 3)
    D.  (2x - 3) (4x - 3)
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    3 .
    If a - b = 3 and $a^2$+ $b^2$= 29, then find the value of ab
    A.  10
    B.  12
    C.  15
    D.  18
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    4 .
    Which of the following is not the reciprocal of $(2 \over 3)^4$ ?
    A.  $(3 \over 2)^4$
    B.  $(2 \over 3)^{- 4}$
    C.  $(3 \over 2)^{- 4}$
    D.  $3^4 \over 2^4$
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    5 .
    If a number is divided by 223 the remainder is 79. If the same number is divided by 179 it gives a quotient 315. Find the remainder
    A.  113
    B.  117
    C.  129
    D.  133
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    6 .
    If x = 81 then the value of $x ^{1 \over 4} - 1$$x ^{1 \over 4} + 1$ is
    A.  9
    B.  8
    C.  0
    D.  $x^o$
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    7 .
    The simplified value of $3.47 \times 3.47 - 2.53 \times 2.53 \over 0.94$ - $12.50 \over 6.25$ is
    A.  0
    B.  1
    C.  4
    D.  3
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    8 .
    $\sqrt {x \over y}$ + $\sqrt {y \over x}$ = $12 \over 7$ and x + y = 12, then the value of xy will be
    A.  85
    B.  72
    C.  56
    D.  49
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    9 .
    If 3 men or 4 women can do a piece of work in 43 days then in how many days will 7 men and 5 women do the same piece of work?
    A.  12 days
    B.  13 days
    C.  15 days
    D.  16 days
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    10 .
    A man, a woman and a boy can do a piece of work in 3 days, 4 days and 12 days respectively. How many boys should help a man and a woman to do the same piece of work in $1 \over 4$ day?
    A.  41
    B.  48
    C.  52
    D.  61
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