what is the height of an equilateral triangle with sides that are 12 cm long?
Answers
Answered by
5
We know that area of an equilateral triangle=√3/4*a², where a=side
area=√3/4*12²
=√3/4*144=36√3
Now, we can find the heigh by he formula-
area=1/2*base*height
36√3=1/2*12*h
36√3=6*h
(36√3)/6=h
h= 6√3 cm
Hope this helps..!!
area=√3/4*12²
=√3/4*144=36√3
Now, we can find the heigh by he formula-
area=1/2*base*height
36√3=1/2*12*h
36√3=6*h
(36√3)/6=h
h= 6√3 cm
Hope this helps..!!
Answered by
4
Hey friend area of an equilateral triangle is always equal to = √3/4 a²
area=1/2*base*height
36√3=1/2*12*h
36√3=6*h
(36√3)/6=h
h= 6√3 cm
area=1/2*base*height
36√3=1/2*12*h
36√3=6*h
(36√3)/6=h
h= 6√3 cm
Similar questions
English,
8 months ago
Computer Science,
8 months ago
Geography,
8 months ago
Social Sciences,
1 year ago
Math,
1 year ago