Given: "x = 3~\\text{ft};~y = 5~\\text{ft};~p = 30~\\frac{\\text{lb}}{\\text{in}^2}."
Since, by definition, pressure "p = \\frac{F}{A}," where F is force and A is area, and area of a rectangular plate is "A = xy," solving for the force, we get:
"F = pA = pxy."
Entering the numerical values and converting the feet to inches (for canceling them out),
"F = 30~\\frac{\\text{lb}}{\\text{in}^2}~*~(3*12)~\\text{in}~*~(5*12)~\\text{in} = 64800~lb,"
expressed in the pound-force units.
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