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    Find the area of a parallelogram, whose base is (3x − 5y + 4) m and height is (x − 5y) m.
    Question

    Find the area of a parallelogram, whose base is (3x − 5y + 4) m and height is (x − 5y) m.

    A.

    (3x² + 25y² − 20xy + 4x − 20y) m²

    B.

    (3x² − 25y² − 20xy − 4x − 20y) m²

    C.

    (3x² + 25y² + 20xy + 4x − 20y) m²

    D.

    (3x² − 25y² + 20xy + 4x − 20y) m²

    Correct option is A

    Given:

    Base of the parallelogram = 3x - 5y + 4 meters

    Height of the parallelogram = x - 5y meters

    Formula Used:

    Area of a parallelogram = Base × Height

    Solution:

    Area of parallelogram = (3x - 5y + 4)(x - 5y)

    = 3x(x - 5y) - 5y(x - 5y) + 4(x - 5y)

    = 3x2 - 15xy - 5xy + 25y2 + 4x - 20y

    = 3x2 - 20xy + 25y2 + 4x - 20y  m2

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