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- #1

- Thread starter Shah 72
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- #1

- Mar 1, 2012

- 935

Fix the image to make it readable or type out the problem statement yourself.

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- #3

Apologies.Fix the image to make it readable or type out the problem statement yourself.

A ball bearing is fired vertically upwards in a straight line through a tub of butter. The upward velocity of the ball bearing is given by v=13-10t-3t^2 cm/s, where t is the time from when it was fired upwards.

a) Find the time when the ball bearing comes momentarily to rest

b) Find how far the ball bearing has travelled upwards at this time

The ball bearing then falls downwards through the hole it has made in the butter. The downward velocity of the ball bearing is given by v= 10T cm/s, where T is the time from when it was momentarily at rest.

C) Find the time that the ball bearing takes ( from when it was momentarily at rest) to fall to its original position.

Iam not understand how to calculate (c)

- Mar 1, 2012

- 935

$\displaystyle \int_0^t 10T \, dT = 7$

solve for $t$

solve for $t$

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- #5

Thank you very much!!!!$\displaystyle \int_0^t 10T \, dT = 7$

solve for $t$