factorise by using algebraic identities 49 a ^2 - 448b^2
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Answer:
(7a +21b) (7a - 2b) - 7b^2
49a^2 - 448b^2
splitting the second term
49a^2 - 441b^2 -7b^2
identity = a^2 - b^2 = (a+b) (a-b)
therefore, applying identity to the first two terms.
= (7a + 21b) (7a - 21b) - 7b^2
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