If $V = 80, l = 10,$ $V = 80, l = 10,$ and $h = 2$ $h=2$ , what is $w$ $w$ in the equation $V = l w h$ $V = lwh$ ?

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If $V = 80, l = 10,$ $V = 80, l = 10,$ and $h = 2$ $h=2$ , what is $w$ $w$ in the equation $V = l w h$ $V = lwh$ ?

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Answer 1 · 2016-04-08T14:15:09

The value of $w$ $w$ is 4

Explanation:

What you have to do is substitute the values you have been given into the equation and then calculate the answer
So if $V = l w h$ $V = lwh$
and $V = 80$ $V=80$ , $l = 10$ $l = 10$ and $h = 2$ $h = 2$
then
$80 = 10 \times w \times 2$ $80 = 10 xx w xx 2$
$20 w = 80$ $20w = 80$
$w = \frac{80}{20} = 4$ $w = 80/20 = 4$

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If $V = 80, l = 10,$ $V = 80, l = 10,$ and $h = 2$ $h=2$ , what is $w$ $w$ in the equation $V = l w h$ $V = lwh$ ?

1 Answer

Explanation:

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If V=80,l=10,V = 80, l = 10, and h=2h=2, what is ww in the equation V=lwhV = lwh?

1 Answer

Explanation:

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If $V = 80, l = 10,$ $V = 80, l = 10,$ and $h = 2$ $h=2$ , what is $w$ $w$ in the equation $V = l w h$ $V = lwh$ ?