Mathematics: 10. the base area of a rectangular wood is 120m. if its volume is 720m, find its thickness.

10. the base area of a rectangular wood is 120m. if - id101203601608, ARandomPersonOnline

aljalloh94

08.01.2022

Thickness is 6 m.

Step-by-step explanation:

Given:

Area of the base of rectangular wood, $A=120\textrm{ }m^{2}$

Volume of the rectangular wood, $V = 720\textrm{ }m^{3}$

Volume of the rectangular wood is given as,

$V=A\times h$

Where, is the thickness of the rectangular wood.

Plug in $720\textrm{ }m^{3}$ for and $120\textrm{ }m^{2}$ for . Solve for .This gives,

$V=A\times h\\ 720 = 120\times h\\ h = \frac{720}{120}=6\textrm{ m}$

Therefore, the thickness of the rectangular wood is 6 m.

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granthazenp5e9mj

24.05.2023

94 ig idk im board as hail

Step-by-step explanation:

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