A beam of wood is 5 m long and 36 cm thick- It is made of 1-35 m 3 of wood- What is the width of the beam-

Volume of the beam=1.35 #160;m3 Length = 5 m Thickness = 36 cm = 0.36 m Width = nbsp;=volumethickness #215;length=1.355 #215;0.36=0.75 #160;m=75 ...

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Standard VIII

Mathematics

Capacity

A beam of woo...

Question

A beam of wood is 5 m long and 36 cm thick. It is made of 1.35 m³ of wood. What is the width of the beam?

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Solution

Volume of the beam $= 1.35 m^{3}$

Length = 5 m

Thickness = 36 cm = 0.36 m

Width = $= \frac{volume}{thickness×length} = \frac{1.35}{5 \times 0.36} = 0.75 m = 75 cm$

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A beam of wood is 5 m long and 36 cm thick. It is made of 1.35 m3 of wood. What is the width of the beam?

Volume of the beam=1.35 m3 Length = 5 m Thickness = 36 cm = 0.36 m Width = =volumethickness×length=1.355×0.36=0.75 m=75 cm

A beam of wood is 5 m long and 36 cm thick. It is made of 1.35 m³ of wood. What is the width of the beam?

Volume of the beam $= 1.35 m^{3}$

Length = 5 m

Thickness = 36 cm = 0.36 m

Width = $= \frac{volume}{thickness×length} = \frac{1.35}{5 \times 0.36} = 0.75 m = 75 cm$