Question

A tank 16 m long and 23 m wide contains water
How many cubic metres of water must be rushed into it to make the surface rise by 16.7 cm?

Answer 1

Hope It will help you .....

Answer 2

$61.456 m^3$  of water must be rushed into it to make the surface rise by 16.7 cm

Step-by-step explanation:

Height of water = 16.7 cm = 0.167 m

Length of tank = 16 m

Breadth of tank = 23 m

Volume of tank = $Length \times Breadth \times height$

Volume of tank =$16 \times 23 \times 0.167$

Volume of tank =$61.456 m^3$

Hence $61.456 m^3$  of water must be rushed into it to make the surface rise by 16.7 cm

#Learn more:

The volume of a cuboidal tank is 250m^3. If it's base ara is 50m^2 then find the depth of the tank

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