What is the weight of a steel plate 15 ft. long, 4 ft. wide, and 5/8 inch thick, if the steel weights 475 lb./ft.^3?
the formula of to find weight is m=ρV=ρabcm = \rho V = \rho abcm=ρV=ρabc
a=15fta = 15fta=15ft, b=4ftb = 4ftb=4ft, 1 inch is equal to 112ft:\frac{1}{12} ft:121ft: c=112∗58=596ftc = \frac{1}{12}*\frac{5}{8}=\frac{5}{96}ftc=121∗85=965ft
ρ=475lbft3\rho = 475 \frac{lb}{ft^3}ρ=475ft3lb
m=15ft∗4ft∗596ft∗475lbft3=1,484.375lbm = 15ft*4ft*\frac{5}{96}ft*475\frac{lb}{ft^3}=1,484.375lbm=15ft∗4ft∗965ft∗475ft3lb=1,484.375lb
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