(3) The impulse J that an object experiences can be calculated as: j = vAt avg Note that the impulse is a vector. In this formula, Fve is the average force over some time interval and At is the time interval over which it is applied. (a) Two objects collide and act on each other with forces F2 and F-1: If you plotted 1→2 F2 Vs. F1 for several different trials and made a linear fit, what would be the theoretical expectation for the slope? Explain. If you instead plotted J2 vs. J-1 for several different trials and made a linear fit, (b) would the slope be the same or different than in the previous question? State the theoretical expectation for the slope in this case and explain.
(3) The impulse J that an object experiences can be calculated as: j = vAt avg Note that the impulse is a vector. In this formula, Fve is the average force over some time interval and At is the time interval over which it is applied. (a) Two objects collide and act on each other with forces F2 and F-1: If you plotted 1→2 F2 Vs. F1 for several different trials and made a linear fit, what would be the theoretical expectation for the slope? Explain. If you instead plotted J2 vs. J-1 for several different trials and made a linear fit, (b) would the slope be the same or different than in the previous question? State the theoretical expectation for the slope in this case and explain.
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please answer a and b.
Transcribed Image Text:The impulse / that an object experiences can be calculated as:
j= At
(3)
avg
Note that the impulse is a vector. In this formula, A, is the average force over some time
avg
interval and At is the time interval over which it is applied.
(a)
Two objects collide and act on each other with forces F-z and F. f you plotted
2→1*
1→2
E, VS. F, for several different trials and made a linear fit, what would be the
F,
2→1
theoretical expectation for the slope? Explain.
If
instead plotted J,, vs. , for several different trials and made a linear fit,
would the slope be the same or different than in the previous question? State the
theoretical expectation for the slope in this case and explain.
(b)
you
1-2
ra
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