Respuesta :
Volume of Cylinder = πr²h
Radius r = 14.5 feet
Volume, V = 4950 cubic feet
4950 = π*14.5²*h
π*14.5²*h = 4950
h = 4950 / (π*14.5²) Use your calculator with π function
h = 7.494
Therefore height ≈ 7.50 feet to the nearest tenth of a foot.
Radius r = 14.5 feet
Volume, V = 4950 cubic feet
4950 = π*14.5²*h
π*14.5²*h = 4950
h = 4950 / (π*14.5²) Use your calculator with π function
h = 7.494
Therefore height ≈ 7.50 feet to the nearest tenth of a foot.
The estimate of the depth of the water tank will be 7.50 feet.
The formula that will be used in solving the question will be:
V = πr²h
where,
V = volume = 4950
r = radius = 14.5
π = 3.14
h = height
Therefore, we'll put the values back into the equations and this will be:
V = πr²h
4950 = 3.14 × 14.5² × h
4950 = 660.185h
h = 4950 / 660.185.
h = 7.5
The estimate of the depth of the water tank will be 7.50 feet.
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