2 (asquare+bsquare)=(a+b)square then show that a=b
Answers
Answered by
12
Hi ,
2(a² + b² ) = ( a + b )²
2a² + 2b² = a² + 2ab + b²
2a² + 2b² - a² - 2ab - b² = 0
a² - 2ab + b² = 0
( a - b )² = 0
do the square root
bothsides of the equation
therefore ,
√ ( a - b )² = √ 0
a - b = 0
a = b
I hope this helps you.
:)
2(a² + b² ) = ( a + b )²
2a² + 2b² = a² + 2ab + b²
2a² + 2b² - a² - 2ab - b² = 0
a² - 2ab + b² = 0
( a - b )² = 0
do the square root
bothsides of the equation
therefore ,
√ ( a - b )² = √ 0
a - b = 0
a = b
I hope this helps you.
:)
yjjjeeaxbn:
what happen to the square in a_b whole square =0
Answered by
9
Hi friend!!
2(a²+b²) = (a+b)²
2a²+2b² = a²+b²+2ab
2a²+2b²-a²-b² = 2ab
a²+b² = 2ab
a²+b²-2ab = 0
(a-b)² = 0
a-b = 0
a = b
Hence proved!!
2(a²+b²) = (a+b)²
2a²+2b² = a²+b²+2ab
2a²+2b²-a²-b² = 2ab
a²+b² = 2ab
a²+b²-2ab = 0
(a-b)² = 0
a-b = 0
a = b
Hence proved!!
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