If A=x/x+1, B=1/x+1 prove that (A+B)^2+(A-B)^2Whole divided by A+B = 2(x^2+1)/x(x+1)^2
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The area of a rhombus is 98 cm². If one of its diagonal is 14 cm, what is the length of the other diagonal? Hence, another diagonal (d2) = x cm = 14 cm.
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If A=x/x+1, B=1/x+1 prove that (A+B)^2+(A-B)^2Whole divided by A+B = 2(x^2+1)/x(x+1)^2
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