By the condition of the problem s=AB=83.5sm=0.835ms=AB=83.5sm=0.835ms=AB=83.5sm=0.835m
from the formula s=at22s=\frac{at^2}{2}s=2at2 we determine the acceleration
a=2st2=2⋅0.8350.52=6.68m/s2a=\frac{2s}{t^2}=\frac{2\cdot 0.835}{0.5^2}=6.68{m/s^2}a=t22s=0.522⋅0.835=6.68m/s2
then we write down Newton’s second law
F=m⋅a=1.8⋅6.68=12.024NF=m \cdot a=1.8 \cdot 6.68=12.024NF=m⋅a=1.8⋅6.68=12.024N
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