The volume of a rectangular prism is $(100x^16y^12z^2)$ . If the length of the prism is $4x^2y^2$ and its width is $(5x^8y^7z^-2)$ , how do you find the height of the prism y?

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The volume of a rectangular prism is $(100x^16y^12z^2)$ . If the length of the prism is $4x^2y^2$ and its width is $(5x^8y^7z^-2)$ , how do you find the height of the prism y?

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Answer 1 · 2016-12-14T19:38:49

$5x^6y^3z^4$

Explanation:

width*length
$(4x^2y^2)(5x^8y^7z^-2)$
$=20x^10y^9z^-2$
height=volume÷width multiplied by length
$(100x^16y^12z^2)/(20x^10y^9z^-2$
$=5x^6y^3z^4$ =h
check
Volume=width multiplied by length multiplied by height
$(5x^8y^7z^-2)(4x^2y^2)(5x^6y^3z^4)$
$= 100x^16y^12z^2$

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The volume of a rectangular prism is $(100x^16y^12z^2)$ . If the length of the prism is $4x^2y^2$ and its width is $(5x^8y^7z^-2)$ , how do you find the height of the prism y?

1 Answer

Explanation:

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Explanation:

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The volume of a rectangular prism is $(100x^16y^12z^2)$ . If the length of the prism is $4x^2y^2$ and its width is $(5x^8y^7z^-2)$ , how do you find the height of the prism y?