1. Question: ` .009 ÷ ? = .01`

    A
    `9`

    B
    `.9`

    C
    `.09`

    D
    `0.0009`

    Note: Let, `.009/x` `= .01`. Then , `x= .009/.01` `= .9/1` `= .9`.
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  2. Question: `(86.04)/(4000)` is equal to :

    A
    `.10215`

    B
    `.02151`

    C
    `.15201`

    D
    `.21015`

    Note: `86.04/4000` `= 8604/400000` `= 0.02151`
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  3. Question: ` 4.8438 ÷ .069 = ?`

    A
    ` 60.2`

    B
    ` 70.2`

    C
    ` 69.2`

    D
    ` 71.2`

    Note: Not available
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  4. Question: `4.8438 ÷ .069 = ?`

    A
    `60.2`

    B
    `70.2`

    C
    `69.2`

    D
    `71.2`

    Note: ` 4.8438/0.069` `= 4.8438/0.0690` `= 48438/690` `= 70.2`.
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  5. Question: ` .666666 ÷ .011` is equal to :

    A
    ` 60.606`

    B
    ` 66.06`

    C
    ` .60606`

    D
    None

    Note: `666666/.011` `= 666.666/11` `= 60.606`.
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  6. Question: ` .973 xx .564 + .973 xx .436` = ?

    A
    `1`

    B
    `973`

    C
    `.973`

    D
    `9.73`

    Note: Not available
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  7. Question: The value of `(3.75 xx 3.75 - 2 xx 3.75 + 2.75 xx 2.75)` is :

    A
    `1`

    B
    `1.75`

    C
    `4.75`

    D
    `6.50`

    Note: Given Exp : `= (3.75)^2 - 2 xx 3.75 xx 2.75 + (2.75)^2` `=(a^2 - 2ab + b^2)` `= (a-b)^2` `= (3.75 - 2.75)^2` `= 1^2` `= 1`.
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  8. Question: Expression `(11.98 xx 11.98 + 11.98 xx x + .02 xx .02)`will be perfect square for equal to :

    A
    ` .02`

    B
    ` .2`

    C
    ` .04`

    D
    ` 0.4`

    Note: Given Exp : `= (11.98)^2 + (.02)^2 + 11.98 xx x` For the given expession to be a perfect square , we must have `11.98 xx x` `= 2 xx 11.98 xx .02` 0r x`=.04`
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  9. Question: The value of ` (2.75 xx 2.75 xx 2.75 -2.25 xx 2.25 xx 2.25)/(2.75 xx 2.75 + 2.75 xx 2.25 + 2.25 + 2.25)` is :

    A
    `0.30`

    B
    `0.50`

    C
    ` 3`

    D
    `5`

    Note: Given Exp : `((2.75)^3 - (2.25)^3)/((2.75)^2 + 2.75 xx 2.75 + ( 2.25)^2)` `= ((a^3 - b^3)/(a^2 + ab + b^2))` `= (a - b)` `= (2.75 - 2.25)` `= 0.50`
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  10. Question: The value of `(8.94 xx 8.94 + 8.94 xx 3.56 xx 3.56)/(8.94 xx 8.94 + 8.94 xx 3.56 + 3.56 xx 3.56)` is :

    A
    `.538`

    B
    `5.38`

    C
    `.0538`

    D
    `53.8`

    Note: Given Exp : `((8.94)^3 - (3.65)^3)/((8.94)^2 + 8.94 xx 3.56 + (3.56)^2)` `=((a^3 -b^3)/(a^2 + ab + b^2))` `= (a - b)` `= (8.94 - 3.56)` `= 5.38`
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