if the area of an equilateral triangle is 36 root 3 cm cube find its heights
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Answered by
1
area of eqiulateral triangle =√3a²/4
area =√3a²/4
36=a²/4
144=a²
12=a
then by Pythagoras theorem,
12²=6²+hieght²
144-36=hieght²
108=height²
√108=hieght
4√27=12√3
area =√3a²/4
36=a²/4
144=a²
12=a
then by Pythagoras theorem,
12²=6²+hieght²
144-36=hieght²
108=height²
√108=hieght
4√27=12√3
Answered by
2
Area of equilateral triangle=√3a^2/4
So, 36√3=√3a^2/4
4*(36√3)=√3a^2
144√3/√3=a^2
144=a^2
√144=a
°
° ° a=12
So, 36√3=√3a^2/4
4*(36√3)=√3a^2
144√3/√3=a^2
144=a^2
√144=a
°
° ° a=12
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