find the area of equilateral triangle whose altitude is 16✓3cm
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Hi friend..
Here is YOUR ANSWER
_____✴️SOLUTION✴️______
We know,
Area of an eqiilateral triangle = √3/4* (side)2......(1)
Height of an eqiilateral triangle = √3/2 * (side) = h .......(2)
As h=√3/2 * (side) therefore, side = h * (2/√3)
area of the triangle = h * (side/2) ....(from 1. and 2.)
= h2 / √3
Therefore, the area of the equilateral triangle with altitude h will be h2 / √3 sq.units
Area = (5√3 * 5√3 ) /√3 = 25√3 sq.units
I HOPE IT WILL HELP YOU
☺️✌️
Here is YOUR ANSWER
_____✴️SOLUTION✴️______
We know,
Area of an eqiilateral triangle = √3/4* (side)2......(1)
Height of an eqiilateral triangle = √3/2 * (side) = h .......(2)
As h=√3/2 * (side) therefore, side = h * (2/√3)
area of the triangle = h * (side/2) ....(from 1. and 2.)
= h2 / √3
Therefore, the area of the equilateral triangle with altitude h will be h2 / √3 sq.units
Area = (5√3 * 5√3 ) /√3 = 25√3 sq.units
I HOPE IT WILL HELP YOU
☺️✌️
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