Answer:
When a particle moves freely then interacts with another system for a (brief) period and
then moves freely again, it has a definite change in momentum; we define this change as the
impulse I of the interaction forces:
I = pf − pi = ∆p
Impulse is a vector and has the same units as momentum.
When we integrate Eq. 7.2 we can show:
I =
Z tf
ti
F dt = ∆p
Explanation:
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Answers & Comments
Answer:
When a particle moves freely then interacts with another system for a (brief) period and
then moves freely again, it has a definite change in momentum; we define this change as the
impulse I of the interaction forces:
I = pf − pi = ∆p
Impulse is a vector and has the same units as momentum.
When we integrate Eq. 7.2 we can show:
I =
Z tf
ti
F dt = ∆p
Explanation:
#BeSmart
#StayAtHome
#Learnwithbrainly