the irrduciable factorisation 0f (121x^2-169y^2
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Answered by
5
Here,
=> (121x^2-169y^2)
=> {(11x)^2-(13y)^2}
As we know that,
=> a^2-b^2 = (a+b)(a-b)
=> (11x)^2 - (13y)^2 = (11x + 13y) (11x - 13y)
Be Brainly
=> (121x^2-169y^2)
=> {(11x)^2-(13y)^2}
As we know that,
=> a^2-b^2 = (a+b)(a-b)
=> (11x)^2 - (13y)^2 = (11x + 13y) (11x - 13y)
Be Brainly
Answered by
2
Step-by-step explanation:
(121x^ - 169y^ = (11x^ - (13y^)
= (11x+13y) (11x-13y)
= (: a^-b^ = ( a+b )
here, irreducile factorization of = (121x^-169y^)
= (11x^ + 13y) (11x-13y
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