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    What is the value of ' x ' in the following equation? ​112+1.12+0.112+0.0112=x11^2+1.1^2+0.11^2+0.011^2=x112+1.12+0.112+0.0112=x​​
    Question

    What is the value of ' x ' in the following equation?
    112+1.12+0.112+0.0112=x11^2+1.1^2+0.11^2+0.011^2=x​​

    A.

    122.441121

    B.

    122.222221

    C.

    122.331211

    D.

    122.441211

    Correct option is B

    Given:
    Equation: 112+1.12+0.112+0.0112=x11^2 + 1.1^2 + 0.11^2 + 0.011^2 = x​​
    Solution:
    Calculate the square of each term:
    112=12111^2 = 121​​
    1.12=1.211.1^2 = 1.21​​
    0.112=0.01210.11^2 = 0.0121​​
    0.0112=0.0001210.011^2 = 0.000121​​
    Add all the calculated values:
    x = 121 + 1.21 + 0.0121 + 0.000121
    x = 122.222221
    Final Answer
    So the correct answer is (b)

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