the team shoots the 150g puck with an initial speed of 7.0m/s directly toward the unguarded net form a distance of 32m. The coefficient of kinetic friction for the puck on the ice is 0.08. a) what is the force of kinetic friction acting on the puck? b) what is the acceleration of the puck?
@experimentX ?>
kinetic friction is given by\[F=\mu N\] that makes kinetic friction equal to 0.012 N ..Do you know the ans for acceleration? if its 0.76 may be i can help..
-0.8m/s2 [toward the net] is the acceleration
how do i calculate a and b .. im still confused
yeah that's a value which has been rounded off.. by using relation \[v ^{2}=u ^{2}+2as\] v=0 in this case .. you get an acceleration of -0.765625 m/s^2 approx. 0.8 m/s^2
looks like that's it.
kinetic energy must be equal to work done against friction
i got crazy result ... what is the answer for a ???
the answer for a is 0.1N which i dont understand
0.1148
how did you get that #?
thats quite in accurate.
force * distance = ke
the textbook is prob wrong,
no ... the text book may be right. I am doing this type of question for the first time/
my textbook is sometimes wrong, your probs right !
not sure at all ... quit bg at the moment.
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