factorise=25x^3y^3-49xy
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We can take xy as common
So, 25x^3y^3-49xy
= xy(25x^2y^2-49)
=xy{(5xy)^2-(7)^2} (a^2-b^2={a+b}{a-b}
Hence, the factors are:
xy (5xy+7)(5xy-7)
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