The area of a rectangle a=1(w) is represented by the expression 24x6y15. If the width of the rectangle is 2x3y9, what is the length of the

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The area of a rectangle a=1(w) is represented by the expression 24x6y15. If the width of the rectangle is 2x3y9, what is the length of the rectangle

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Ngọc Khuê 3 years 2021-08-27T11:25:40+00:00 1 Answers 5 views 0

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  1. Vodka
    0
    2021-08-27T11:26:46+00:00
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    Answer:

    Length of rectangle is: Length=12x^3y^6

    Step-by-step explanation:

    The area of rectangle = 24x^6y^{15}

    Width of rectangle = 2x^3y^9

    We need to find length of rectangle

    The formula used is: Area=Length\times Width

    Putting values and finding length

    Area=Length\times Width\\24x^6y^{15}=Length\times 2x^3y^9\\Length=\frac{24x^6y^{15}}{2x^3y^9} \\Length=12x^{6-3}y^{15-9}\\Length=12x^3y^6

    So, Length of rectangle is: Length=12x^3y^6

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