If a,b and c are three sides of a triangle then by heron's formula area is
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s( semi perimeter) = a+b+c/2 units
area of ∆= √s(s-a) ( s-b) ( s-c) unit ^2
area of ∆= √s(s-a) ( s-b) ( s-c) unit ^2
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Heya Friend ,
Here is your answer !!
When the three sides of a triangle are different , i.e. , a , b and c ,
then , according to Heron's formula , it can be calculated as :--
Area = { s ( s - a ) ( s - b ) ( s - c ) } ^ 1/2
where ,
s = ( a + b + c ) / 2
Hope it helps you !!
Here is your answer !!
When the three sides of a triangle are different , i.e. , a , b and c ,
then , according to Heron's formula , it can be calculated as :--
Area = { s ( s - a ) ( s - b ) ( s - c ) } ^ 1/2
where ,
s = ( a + b + c ) / 2
Hope it helps you !!
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