Find the area of an equilateral triangle whose perimeter is 6a
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Answered by
1
Perimeter of triangle=3×side
So side= 6a/3
Area=(root3/4)×(6a/3)^2
=(1.732/4)×36a^2/9
=0.433×4a^2
=1.732a^2.
So side= 6a/3
Area=(root3/4)×(6a/3)^2
=(1.732/4)×36a^2/9
=0.433×4a^2
=1.732a^2.
Answered by
0
Perimeter of triangle = 3 × side
6a = 3× side
Side = 2a
Area of equilateral triangle = root3/4 × side^2
= root3/4 × 2a^2
=root3/4 × 4a^2
= root3a^2 [4 cancels with 4]
Hope it helps
6a = 3× side
Side = 2a
Area of equilateral triangle = root3/4 × side^2
= root3/4 × 2a^2
=root3/4 × 4a^2
= root3a^2 [4 cancels with 4]
Hope it helps
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