can anyone give me the answer
Give me reasons also
Plzz
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lets assume the sides to be (a,b,c) . (isosceles => a=b ; right angled => c= a*2^1/2)(c is the hypotenuse)
a+b+c = 2p
=> a+a+a*2^1/2 = 2p
=> a = 2p/(2+2^1/2)
Now area of triangle (A) = 1/2 *a*b
=> A= (1/2)*a^2
=> A= 0.5*(2p/2+2^1/2)^2
=> A= (2p^2/(6+4*2^1/2))
a+b+c = 2p
=> a+a+a*2^1/2 = 2p
=> a = 2p/(2+2^1/2)
Now area of triangle (A) = 1/2 *a*b
=> A= (1/2)*a^2
=> A= 0.5*(2p/2+2^1/2)^2
=> A= (2p^2/(6+4*2^1/2))
AthiraUday123:
Substitute a = 2p/(2+2^1/2 and A= (2p^2/(6+4*2^1/2))
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