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If possible, find the area of the triangle defined by the following: b = 45, c = 20, a = 71°. a.) 465.4 square units b.) 189.1 square units c.) 425.5 square units d.) 405.2 square units I'd really like
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Nov 1, 2018
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If possible, find the area of the triangle defined by the following:
b = 45, c = 20, a = 71°.
a.) 465.4 square units
b.) 189.1 square units
c.) 425.5 square units
d.) 405.2 square units
I'd really like to know which of these is correct.
Mathematics
high-school
JamesRLamar
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Given that the area has two sides and one angle measure given by:
b=45, c=20 and A=71°
The area of the triangle will be given by:
Area=1/2ab sin theta
Area=1/2*45*20*sin 71
Area=425.48 square units
=425.5 square units
The answer is C. 425.5 square units
VladP
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Nov 4, 2018
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