If it takes 2 sec for the sled to fully stop while destroying a snowman, what is the force that the sled experiences throughout the collision with the snowman. HINT: Remember the impulse-momentum relationship Ap = Ft, and use the result from the last question. Notice that we are defining positive momentum and force towards the right. Give your answer in units of [N]

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Chapter1: Units, Trigonometry. And Vectors
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Please use the result of "-1,970" from the first question to find the answer to the other question. Thank you!

If it takes 2 sec for the sled to fully stop while destroying a snowman, what is the force that the sled experiences throughout the collision with the snowman?

**HINT:** Remember the impulse-momentum relationship \( \Delta \vec{p} = \vec{F}t \), and use the result from the last question. Notice that we are defining positive momentum and force towards the right.

Give your answer in units of [N].

[Text Box]
Transcribed Image Text:If it takes 2 sec for the sled to fully stop while destroying a snowman, what is the force that the sled experiences throughout the collision with the snowman? **HINT:** Remember the impulse-momentum relationship \( \Delta \vec{p} = \vec{F}t \), and use the result from the last question. Notice that we are defining positive momentum and force towards the right. Give your answer in units of [N]. [Text Box]
If the sled with the settings in the previous question (100 kg, 20 m) fully stops right after it destroys a snowman, what is the impulse provided to the sled by the snowman?

**HINT:** Remember impulse is \( \Delta \vec{p} \), and notice that we are defining positive momentum towards the right.

Give your answer in units of [Kg m/s]

\-1,970
Transcribed Image Text:If the sled with the settings in the previous question (100 kg, 20 m) fully stops right after it destroys a snowman, what is the impulse provided to the sled by the snowman? **HINT:** Remember impulse is \( \Delta \vec{p} \), and notice that we are defining positive momentum towards the right. Give your answer in units of [Kg m/s] \-1,970
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