if A is am between a and b prove that 4(a-A)(A-b) = (b-a)^2
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Answer:
Step-by-step explanation:
A=(a+b)/2
LHS:
4(a-A)(A-b)
4(a-((a+b)/2))(((a+b)/2)-b))
4((2a-a-b)/2)((a+b-2b)/2)
4(a-b)/2*(a-b)/2
4*(a-b)^2/4
(a-b)^2
=RHS
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