A 90000 lbs truck is braked to a stop in 95 ft. from an initial speed of 95 ft/s . How
much force was required ?
Newton motion 3rd law
v2=u2+2asv^2=u^2+2asv2=u2+2as
0=952+2×95×a0=95^2+2\times95\times a0=952+2×95×a
a=−952=−47.5ft/sec2a=\frac{-95}{2}=-47.5ft/sec^2a=2−95=−47.5ft/sec2
W=mg
m=9000032.2=2795.03m=\frac{90000}{32.2}=2795.03m=32.290000=2795.03 pound
Force =ma
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