Question

Determine how many litres of water will fit inside the following container. Round answer and all calculations to the nearest whole number.

Answer 1

Answer:

Quantity of water that can fit inside this container = 12 L

Step-by-step explanation:

The given container is made up of a Cone placed on the top of a Cylinder.

Total Volume of water that can fit inside the container= Volume of the container

Volume of the container = Volume of the Cone + Volume of the Cylinder

Volume of cone = $\frac{1}{3}$π$r^{2} h$= $\frac{1}{3}$×π*$13^{2}$×h

l of cone = 20 cm

we know that $l^{2}+ r^{2} = h^2$

So h = 23.85 cm

∴ Volume of Cone = 4221.54 $cm^3$

Volume of Cylinder= π$r^2H$= π*13*13*15=7963.93 $cm^3$

Therefore, Total Volume = 4221.54 + 7963.93 = 12185.47 $cm^3$

Therefore, quantity of water that can fit inside this container = 12 L

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