during a pond hockey game, a punk accelerates from rest at 5.0m/s/s over a distance of 80.0cm. the punk then slides with a constant speed for 4.0s until it reaches a rough section which causes it to stop in 2.5 sec. what is the speed of the object when it reaches the rough section. Helllo........ anybody to help. thanks
Vf^2 = Vi^2 + 2ad so Vf = (2x5x0.80)^0.5 = 2.83 m/s into the rough.
how i do not understand
for the distance of 80 cms you need to use \[V^2=U^2+2as=2*5*0.8=8\] so V that is the velocity of that punk when it reaches to the beginning of the sliding motion will be \[V= 2 \sqrt{2}m/s\] after that punk slides with this velocity because it is the velocity with which he touches the rough surface so its your answer and refer the diagram |dw:1356304048907:dw| up to point B velocity remains constant and after that it starts decreasing between A and B punk is sliding with constant speed , so thats your answer
Hi Thanks i waited for you to come online, this is the B part of the question its like i understand the question now, At what rate does the object slow down once it reaches the rough section? i guess that is acceleration huhh? well i got -0.71. am i right.
i used V=U+at
thats correct
What total distance does the object slide through out its entire trip?
s= ut + 1/2 a t^2 and u =v
which U=V
when the sliding starts that velocity is V and used has U here
the question asked fot tatal distance is it not suppose to be 0.8+ sliding+ into the rough.
i dont get this
what is the distance for constant velocity? distance = velocity*time. what is the constant velocity?
find distance up to A first, then distance up to B , for distance A to B you have to use S=velocity* time , because from A to B velocity is constant, and after that from point B your initial velocity = the ending velocity of sliding motion and final would be zero because it stops
is it 2.83/4 =0.07075
i think so :) i havent done calculation , i just told you whole process :)
distance A to B = 2.83*4=11.31 and after that next distance = ut + 1/2 a t^2
what is a for rough surface -o.70
total distance o.8+11.31+4.87=16.98
that is right i think :)
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