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an environmental group is making signs for an upcoming community recycling day. They want the signs to be equilateral triangles with heights of 35 in. How long in inches is each side of the signs be? Round
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Mar 18, 2017
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an environmental group is making signs for an upcoming community recycling day. They want the signs to be equilateral triangles with heights of 35 in. How long in inches is each side of the signs be? Round your answer to the nearest tenth of an inch
Mathematics
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Dave Cook
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This is a question for Pythagoras!
x^2 - 1/2x^2 = 35^2
1/2x^2 = 35^2
x^2 = 2(35^2)
x^2 = 2450
x = 49.49747
To the nearest tenth of an inch, the answer is 49.5
Fabian Schmengler
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Mar 19, 2017
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Fabian Schmengler
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Hello,
If x is the hypotenus,x/2 is the half base of the triangle
so with the Pythagorean theorem, we know that:
x²=(x/2)²+35²
==>x²=x²/4 +35²
==>3x²/4=35²
==>x²=4*35² /3
==>x=2*35/√3
==>x=70/√3
==>x=40,41451884...≈40.4 (in)
Biomiker
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Mar 22, 2017
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Biomiker
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An environmental group is making signs for an upcoming community recycling day. They want the signs to be equilateral triangles with heights of 35 in. How long, in inches, will each side of the signs be?
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