a square + b square = (a+b)the whole square plz prove it
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According to commutative property, the product of and is equal to the product of and . So, a b = b a . ... Algebraically, it is proved that the plus whole square is equal to the squared plus squared plus two times product of and . It is used as formula in mathematics to expand square of sum of two terms.
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Answer:
let a = 2 , and b = 3
2 square + 3 square =(2+3) the whole square
but correct formula is (a+b)the whole square = a square + b square + 2*a*b
Step-by-step explanation:
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