Find the length of altitude of an equilateral triangle of side 2a
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16
Answer:
√3a
Step-by-step explanation:
Given side = 2a.
We know that Length of an Equilateral triangle = (√3/2) side
= (√3/2) * 2a
= √3a.
Therefore, Length = √3a.
Hope it helps!
Answered by
2
ABC is equilateral triangle
the perpendicular toward base divide it in two equal part
so
using Pythagoreans law
(2a)2=a2+perp2
per=√3a2
per=√3a
hoping helps you......
the perpendicular toward base divide it in two equal part
so
using Pythagoreans law
(2a)2=a2+perp2
per=√3a2
per=√3a
hoping helps you......
abhishek00001:
mark as brainest
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