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    What is the third proportional of 2x² and 12xy?
    Question

    What is the third proportional of 2x² and 12xy?

    A.

    73y²

    B.

    74y²

    C.

    71y²

    D.

    72y²

    Correct option is D

    Given:

    First term = 2x2, Second term = 12xy

    Concept Used:

    If a : b = b : c, then c is the third proportional.

    c = b2a\frac{b^2}{a}​​

    Solution:

    Third Proportional = (12xy)22x2\frac{(12xy)^2}{2x^2}​​

    =144x2y22x2= \frac{144x^2y^2}{2x^2}​​

    =72y2= 72y^2​​

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