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Suppose two sides of a square are given as x + 3 and 12 - x. What is its area?
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Suppose two sides of a square are given as x + 3 and 12 - x. What is its area?
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Mar 12, 2017
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Suppose two sides of a square are given as x + 3 and 12 - x. What is its area?
Mathematics
high-school
Varun Naharia
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Varun Naharia
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The area is 15. Since squares have equal side lengths, you just have to find the value of x so that the answer is the same. x=4.5
4.5 + 3 = 12 - 4.5 = 7.5 Then all you have to do is multiply it by 2. That will give you 15. I hope you understand.
Blessy Bestus
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Mar 13, 2017
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Then you'd do this:
(x + 3)(12 - x)
= 12x - x^2 + 12x - 3x
=
21x - x^2
Hope it helped :)
Andy Ecca
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Mar 16, 2017
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Andy Ecca
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