Math, asked by malladiganesh776, 1 year ago

The Base of a parallelogram is thrice it's height if its area is 867msquare find the length of Base and height of the parallelogram

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Answered by rajupati
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Answered by SerenaBochenek
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The height of parallelogram is "17 m" and base is "51 m".

Step-by-step explanation:

Let \ the \ height \ of \ a \ parallelogram \ be \ "x".\\And,the \ base \ of \ a \ parallelogram \ be \ "3x".\\Area=867 \ m^2\\\\As \ we \ know,\\The \ Area \ of \ parallelogram,\\A=base\times height\\\\On \ putting \ the \ values \ in \ the \ above \ formula,we \ get\\\\867=3x\times x\\\\867=3x^2\\\\x^2=\frac{867}{2}\\ \\x^2=289\\\\x=\sqrt{289}\\ \\x=17\\\\Now,\\Height=17 \ m\\Base=3\times 17=51 \ m

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