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The decimal form of the rational number ...

The decimal form of the rational number `(31)/(125)` will be terminating or non-terminating recurring type ?

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Terminating and Non-terminating recurring decimal

The decimal expansion of the rational number (14587)/(1250) will terminate after:

Knowledge Check

  • The decimal expansion of the rational number (14587)/(1250) will terminate after:

    A
    one decimal place
    B
    two decimal places
    C
    three decimal places
    D
    four decimal places

  • The decimal expansion of the rational number 37/(2^(2) xx5) will termination after

    A
    one decimal place
    B
    two decimal places
    C
    three decimal places
    D
    four decimal places

  • The decimal expansion of the rational number 327/(2^(3)xx5) will terminate after

    A
    one decimal place
    B
    Two decimal place
    C
    Three decimal place
    D
    More than three decimal place

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    Is the decimal form of (1)/(3125) terminating or non-terminating recurring?

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    Has the rational number (441)/(2^(2)5^(7)7^(2)) a terminating or a non-terminatin decimal representation?

    Write twhether the rational number (51)/(1500) will have a terminating decimal expansion ora non- terminating repeating decimal expansion.

    The decimal expansion of the number 4753/1250 will terminate after

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