How Do You Calculate Impulse and Momentum in Physics?

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To calculate impulse and momentum in physics, the average acceleration can be found using the formula F=ma, leading to an acceleration of 25 m/s² for a stone subjected to an 80 Newton force. Impulse, defined as the product of average force and time, results in a value of 0.484 Ns when calculated with the stone's velocity of 0.15125 m/s. The momentum of the stone is determined using the formula p=mv, where the mass is derived from its weight, leading to a momentum of approximately 0.484 kg·m/s. The discussion emphasizes the importance of understanding the distinction between impulse and momentum, noting that impulse represents the change in momentum. Overall, the calculations demonstrate key principles of dynamics and kinematics in physics.
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Hey just wondering if someone could help me out, I am stumped

A slingshot exerts an average horizontal force of 80 Newtons for 0.11 seconds on a stone weighing 3.2 Newtons. Find
a) the average acceleration of the stone
b) The impulse delivered to the stone
c) The speed of the stone
d) The resulting momentum of the stone
 
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Sweetness,

Do you know what the formulas (equations) are, for any of those quantities ? Surely they are in your text.

Give it your best shot, and we'll tell you what's wrong.

Also, please read the "sticky" at the top of this forum.
 
i know the equation to find mometum - p=m*v and also the impulse is equal to the momentum, the units for momentum are kgm/s and Impulse is N.S, but i don't know about average acceleration
i think for c) the formula is V=I/mass of stone
but i really have no clue where to start!
 
Impulse also equals average force multiplied by duration (in seconds) the force was applied. Momentum = Mass * Velocity.
 
And impulse is not equal to momentum, it's the change in momentum.
 
Since you are given Force and asked about Acceleration, do you know
"F= mA"?
 
I am also learning about this too.
Is this how you solve it?

A)
F=MA

80=3.2A

A=80/3.2

A=25m/s^2

B)
Vf=(Vi)(T)+\frac{1}{2}(A)(T)^2

Vf=(0)(0.11)+\frac{1}{2}(25)(0.11)^2

Vf=0+0.15125

Vf=0.15125

V=Vf+Vi

V=0.15125+0

V=0.15125

I=VM

I=(0.15125)(3.2)

I=0.484

I have no idea how to do C and D.
 
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