Container

The container has a cylindrical shape, the base diameter is 0.8 m, and the area of the base is equal to the area of the wall. How many liters of water can we pour into the container?

Final Answer:

V =  100.531 l

Step-by-step explanation:

D=0.8 m r=D/2=0.8/2=52​=0.4 m S=π⋅ r2=3.1416⋅ 0.42≐0.5027 m2 S = π⋅ D⋅ h h=S/(π⋅ D)=0.5027/(3.1416⋅ 0.8)=51​=0.2 m V1​=S⋅ h=0.5027⋅ 0.2≐0.1005 m3 V=1000⋅ V1​=1000⋅ 0.1005=100.531 l

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Showing 1 comment:
Math student
Suppose you need to prepare a pure water sample with a density of 1 g/cm3
to fully fill
a 12 cm by 10. cm by 4.0 cm rectangular container. Devise an alternative method on
how to prepare the water sample using tablespoon as the only available measuring tool
for mass and volume. Assume that there is no change in the temperature of your sample
(4 °C). Provide necessary computations to support your procedure.





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