How do you factor $8 t^{2} u^{2} + 5 t u^{2} v + q t u w$ $8t^(2)u^(2) + 5tu^(2)v +qtuw$ ?

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Answer 1 · 2016-08-23T13:39:52

$t u (8 t u + 5 u v + q w)$ $tu(8tu +5uv +qw)$

We have an expression with 2 terms :

$8 t^{2} u^{2} + 5 t u^{2} v + q t u w Always look for a common factor first$ $8t^2u^2+ 5tu^2v +qtuw " Always look for a common factor first"$

$t u (8 t u + 5 u v + q w)$ $tu(8tu +5uv +qw)$

We have an expression with 2 factors.
It does not factor further.

How do you factor 8t2u2+5tu2v+qtuw8t^(2)u^(2) + 5tu^(2)v +qtuw?