A person is pushing a sled along a horizontal surface. They exert a force of 200 N on the 75 kg sled. In addition a frictional force of 20 N acts on the sled.
What is the rate of acceleration of the sled? (in m s−2 to 2.s.f)
Solution.
F=200N;F=200N;F=200N;
m=75kg;m=75kg;m=75kg;
Ff=20N;F_f=20N;Ff=20N;
a−?;a-?;a−?;
ma→=F→+Ff→;\overrightarrow{ma}=\overrightarrow{F}+\overrightarrow{F_f};ma=F+Ff;
ma=F−Ff ⟹ a=F−Ffm;ma=F-F_f\implies a=\dfrac{F-F_f}{m};ma=F−Ff⟹a=mF−Ff;
a=200N−20N75kg=2.40ms−2;a=\dfrac{200N-20N}{75kg}=2.40ms^{-2};a=75kg200N−20N=2.40ms−2;
Answer: a=2.40ms−2.a=2.40ms^{-2}.a=2.40ms−2.
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