If area of an equilateral triangle is ‘a’having height ‘b’then b²/a
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Hi ,
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Area of equilateral triangle ( A )
i )A = ( √3/4 ) × side²
ii ) Height ( h ) = ( √3/2 ) × side
A = ( √3/4 ) × ( 2h/√3 )²
A = h²/√3---( 1 )
********************************************
Here ,
A = a , h = b
Substitute these values in equation
( 1 ) , we get
a = b²/√3
=> √3 = b²/a
Therefore ,
b²/a = √3/1
I hope this helps you.
: )
****************************************
Area of equilateral triangle ( A )
i )A = ( √3/4 ) × side²
ii ) Height ( h ) = ( √3/2 ) × side
A = ( √3/4 ) × ( 2h/√3 )²
A = h²/√3---( 1 )
********************************************
Here ,
A = a , h = b
Substitute these values in equation
( 1 ) , we get
a = b²/√3
=> √3 = b²/a
Therefore ,
b²/a = √3/1
I hope this helps you.
: )
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