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    The LCM and HCF of (96, 404) is ………..
    Question

    The LCM and HCF of (96, 404) is ………..

    A.

    (9696, 4)

    B.

    (4, 9696)

    C.

    (9797, 5)

    D.

    (5, 9797)

    Correct option is A

    To find the LCM and HCF of (96, 404):


    Step 1: Find the HCF of 96 and 404:
    Using the Euclidean Algorithm:

    404÷96404 \div 96​ = 4 , remainder 20


    96 ÷\div​ 20 = 4 , remainder 16


    20 ÷\div​ 16 = 1 , remainder 4


    16 ÷\div​ 4 = 4 , remainder, 0

    Thus, the HCF = 4.

    Step 2: Use the formula for LCM and HCF:
    The relationship between LCM and HCF is:

    LCM ×\times​ HCF = Product of the numbers

    Substitute the values:

    LCM ×\times​ 4 = 96 ×\times​ 404


    LCM = 96×4044=9696\frac{96 \times 404}{4} = 9696​​

    Thus, HCF = 4 and LCM = 9696.

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