Answer
In this problem,
According to the equation, P= A+(B/V)
we know that same dimensions are additive, and they give the same dimension as each of the added quantity, so clearly, A has the dimensions of P i.e lbf/$ft^{2}$,
also (B/V) also has dimensions of P
and V or volume has the dimensions of $ft^{3}$
so
B=PV = (lbf/$ft^{2}$)($ft^{3}$) = ft.lbf
Work Step by Step
In this problem,
According to the equation, P= A+(B/V)
we know that same dimensions are additive, and they give the same dimension as each of the added quantity, so clearly, A has the dimensions of P i.e lbf/$ft^{2}$,
also (B/V) also has dimensions of P
and V or volume has the dimensions of $ft^{3}$
so
B=PV = (lbf/$ft^{2}$)($ft^{3}$) = ft.lbf