Question

What are the possible polynomial expressions for the dimensions of cuboid whose volume is 14x+21x-35

Answer 1

The possible polynomial expressions for the dimensions of the cuboid whose volume is $14x^2+21x-35$ is $\boxed{1, (x-1), (14x+35)}$

Step-by-step explanation:

The given volume of the cuboid is

$14x^2+21x-35$

$=14x^2-14x+35x-35$

$=14x(x-1)+35(x-1)$

$=(x-1)(14x+35)$

$=1.(x-1).(14x+35)$

Therefore, possible dimensions of the cuboid could be

$1, (x-1), (14x+35)$

Hope this helps.

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