Calculate Impulse from Baseball Bat Strike - 20 kgm/s

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The discussion centers on calculating impulse from a baseball bat strike and the mechanics of a spring-loaded, radio-controlled gun. For the baseball, the impulse is calculated as the change in momentum, resulting in a value of 20 kgm/s when the ball is hit from 40 m/s to -60 m/s. The calculations confirm that the units are consistent, as impulse is expressed in kgm/s. There is also a query about the bullet's speed from the gun, which is calculated to be 2.5 m/s, though the accuracy of this result is questioned. Overall, the calculations and concepts of impulse and momentum are affirmed as correct.
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A miniature spring-loaded, radio-controlled gun is mounted on an air puck. The gun's bullet has a mass of 5.00 g, and the gun and puck have a combined mass of 120 g. With the system initially at rest, the radio controlled trigger releases the bullet causing the puck and empty gun to move with a speed of 0.500 m/s. What is the bullet's speed?
Wnet= 1/2mv^2-1/2mv^2
0=1/2mv^2-1/2mv^2
1/2mv^2=1/2mv^2
1/2(.oo5)v^2=1/2(.120)(.5)^2
v= 2.5 m/s
i don't think the answer reasonable, but that the best i can come up with

A baseball player *****es a .20kg baseball. The ball arrive the home plate at 40m/s and is batted straight back with speed 60m/s. The bat contact with the ball for .05s, find impulse
P=mv final - mv initial
p= .2(40)- .2( -60)
p=20kgm/s

i need advice please
 
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logglypop said:
A miniature spring-loaded, radio-controlled gun is mounted on an air puck.
Canada's secret weapons program!

v= 2.5 m/s
i don't think the answer reasonable, but that the best i can come up with
That's what I get - note you don't have to convert the masses into kg since the units cancel.

A baseball player *****es a .20kg baseball. The ball arrive the home plate at 40m/s and is batted straight back with speed 60m/s. The bat contact with the ball for .05s, find impulse
P=mv final - mv initial
p= .2(40)- .2( -60)
p=20kgm/s
Impulse is just change in momentum so that looks right too.
Hint Impulse = force * time, and f=ma so impulse = m a t = Kg *m/s^2 *s = kgm/s so your units are right
 
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