show that (7a - 5b) + 140ab = (7a + 5b)²
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Given (7a - 5b)² + 140ab = (7a + 5b)²
rearranging the given equation we get
=> (7a - 5b)² - (7a + 5b)² = -140ab
taking LHS
= 49a² - 70ab + 25b² - 49a² - 70ab - 25b²
= - 70ab - 70ab
= - 140ab
= RHS
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