What is the approximate hydrostatic pressure (in psi) at a depth of 124.7 ft of water?

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Multiple Choice

What is the approximate hydrostatic pressure (in psi) at a depth of 124.7 ft of water?

Explanation:
As you go deeper in water, the pressure increases because the water column above adds more weight. The hydrostatic pressure can be calculated with P = γh, where γ is the unit weight of water. For freshwater, γ is about 62.4 lb/ft^3, which is equivalent to roughly 0.433 psi per vertical foot (since 62.4 lb/ft^3 divided by 144 in^2/ft^2 gives psi per foot). Compute the pressure at 124.7 ft: P ≈ 0.433 psi/ft × 124.7 ft ≈ 54 psi. So the approximate hydrostatic pressure is about 54 psi.

As you go deeper in water, the pressure increases because the water column above adds more weight. The hydrostatic pressure can be calculated with P = γh, where γ is the unit weight of water. For freshwater, γ is about 62.4 lb/ft^3, which is equivalent to roughly 0.433 psi per vertical foot (since 62.4 lb/ft^3 divided by 144 in^2/ft^2 gives psi per foot).

Compute the pressure at 124.7 ft:

P ≈ 0.433 psi/ft × 124.7 ft ≈ 54 psi.

So the approximate hydrostatic pressure is about 54 psi.

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