ABC is an isosceles triangle , right angles at C .Prove that AB SQUARE = 2AC SQUARE
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ab^2=ac^2+bc^2
it is given ac =bc
ab^2=ac^2+ac^2
ab^2=2ac^2
regards
it is given ac =bc
ab^2=ac^2+ac^2
ab^2=2ac^2
regards
Answered by
38
In ∆ABC :—
AC=BC.........................①
∠ C=90°
AB² = AC² + BC²............(By Pythagoras Theorem)
From ①:—
AB² = 2AC²
Hence, Proved.
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