To compute the area of a triangle given three sides use Heron's Formula.
s1 = 15, s2 = 65, s3 = 55
s = s1+ s2 + s3 / 2 = 67.5
area = [s(s-s1)(s-s2)(s-3)]^0.5 = [67.5*(67.5-15)*(67.5-65)*(67.5-55)]^0.5
= [67.5 * 52.5 * 2.5 * 12.5]^0.5 = 332.8
Abhi P.
asked 02/16/21Approximate the area of triangle ABC. (Round your answer to one decimal place.)
a = 15.0, b = 65.0, c = 55.0.
To compute the area of a triangle given three sides use Heron's Formula.
s1 = 15, s2 = 65, s3 = 55
s = s1+ s2 + s3 / 2 = 67.5
area = [s(s-s1)(s-s2)(s-3)]^0.5 = [67.5*(67.5-15)*(67.5-65)*(67.5-55)]^0.5
= [67.5 * 52.5 * 2.5 * 12.5]^0.5 = 332.8
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