Question

$find \\ 794 {}^{2} = (800 - 6) {}^{2}$
​

Answer 1

Answer:

794 = 794

• LHS = RHS

Solution:-

$: \implies \sf 794^2 = (800-6)^2$

• Take square root both sides.

$: \implies \sf \sqrt{794}^2 = \sqrt{(800-6)^2}$

$: \implies \sf 794 = \sqrt{(800-6)^2}$

$: \implies \sf 794 = 800 - 6$

$: \implies \sf 794 = 794$

$: \implies \bf LHS = RHS$