3) Vo = 3.00 m/s Force Sensor v = 0 k = 130 N/m helleee Cart 1 Cart 2 m = 0.500 kg m = 1.05 kg F = (3200 N/s²)r² – (500 N/s)1 A student models the Force between two carts as shown above. Ignore any Friction Forces and neglect any F dt = (m²2) – (mỡ1) masses not given. Note for Impulse: a) Using conservation of momentum find the speed of cart 1 & 2 after the collision. b) Using conservation of momentum find the speed of carts the moment they are moving together. c) If the collision between the carts was elastic find the maximum compression in the Spring. d) Using integral calculus find the time it takes to deliver the impulse to the carts during maximum

Elements Of Electromagnetics
7th Edition
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Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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3)
Vo = 3.00 m/s
Force
%3D
v = 0
Sensor
k = 130 N/m
helleeee
Cart 1
Cart 2
m = 0.500 kg
m = 1.05 kg
F = (3200 N/s²)r² - (500 N/s)t
A student models the Force between two carts as shown above. Ignore any Friction Forces and neglect any
|F dt = (mü2) –- (mũ1)
masses not given. Note for Impulse:
a) Using conservation of momentum find the speed of cart 1 & 2 after the collision.
b) Using conservation of momentum find the speed of carts the moment they are moving together.
c) If the collision between the carts was elastic find the maximum compression in the Spring.
d) Using integral calculus find the time it takes to deliver the impulse to the carts during maximum
compression
Transcribed Image Text:3) Vo = 3.00 m/s Force %3D v = 0 Sensor k = 130 N/m helleeee Cart 1 Cart 2 m = 0.500 kg m = 1.05 kg F = (3200 N/s²)r² - (500 N/s)t A student models the Force between two carts as shown above. Ignore any Friction Forces and neglect any |F dt = (mü2) –- (mũ1) masses not given. Note for Impulse: a) Using conservation of momentum find the speed of cart 1 & 2 after the collision. b) Using conservation of momentum find the speed of carts the moment they are moving together. c) If the collision between the carts was elastic find the maximum compression in the Spring. d) Using integral calculus find the time it takes to deliver the impulse to the carts during maximum compression
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