Factorise -completely 4u²+8 u to

1.	Factorise -completely 4u²+8 u to
Answer» GIVEN equation $4u^{2} +8u$ Solving, we GET $4u^{2} +8u\\\\\bold { Taking \ 4 \ as \ common, \ we \ get,}\\\implies 4(u^{2} +2u)\\\bold { Taking \ u \ as \ common, \ we \ get,}\\\implies 4u(u+2)$ $\boxed{\boxed{\bold{Therefore, \ the \ factorised \ expression \ is \ 4u(u+2)}}}}}$

Answer»

GIVEN equation

$4u^{2} +8u$

Solving, we GET

$4u^{2} +8u\\\\\bold { Taking \ 4 \ as \ common, \ we \ get,}\\\implies 4(u^{2} +2u)\\\bold { Taking \ u \ as \ common, \ we \ get,}\\\implies 4u(u+2)$

$\boxed{\boxed{\bold{Therefore, \ the \ factorised \ expression \ is \ 4u(u+2)}}}}}$

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Factorise -completely 4u²+8 u to​

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Factorise -completely 4u²+8 u to