Why a^2+b^2 is not equal to (a + b)^2
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Answered by
0
because(a+b)² =a²+2ab+ b² thus they are different
a²+b² is sum of squares of two no. while (a+b)² is aum of two no and there squares
for example.,
1²+2²= 5
and (1+2)²=
(3)² or (1²+2×1×2+2²)
= 9
I hope you got difference
Answered by
1
(a+b)²=(a+b)(a+b)
=a²+ab+ba+b²
=a²+2ab+b²
For example:
2²+3²=13.......(i)
(2+3)²=5²=25.......(ii)
In first condition ,first square take place and then addition
But it is different in second condition because first addition takes place and then square
Hope it will help you
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