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The lengths of the sides of a right triangle are a and b, and the hypotenuse is c. Find the area of the triangle. b = 2 in.; c = 6 in. A = sq. in.
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@StudyGurl14
First find the length of side a.
Area of Triangle |dw:1415151420512:dw|
sorry I meant right triangle
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\(\Large\tt Use~the~Pythagorean~Theorem\) \(\large a^2+b^2=c^2\)
a is 1?
b= 2, and c=6...soo.... \(\large a^2+(2)^2=(6)^2\rightarrow a^2+4=36...\)
so..what does "a" equal?
16?
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@StudyGurl14
um...no \(\large a^2=32\rightarrow a=\sqrt{32}\rightarrow a=\sqrt{16\times2}\rightarrow 4\sqrt{2}\)
i meant 16^2
thnx
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