Two objects are dropped simultaneously from an initial height of 100m, with an initial velocity of zero. They fall straight down. For mass 1, you can ignore air drag. For mass 2, air drag DOES affect the motion. Here is the position vs. time for 100 both objects: 90 80 y = 100 - 0.1164*t-4.795*t²+0.1283*t3 70 • mass 1: no air drag 60 I mass 2: with air drag 50 40 30 y = 100 - 1/2*9.8*t? 20 10 3 time (s) 1) Harder: What's the acceleration of mass 2? Note that the acceleration CHANGES! So write this as an equation. 2) What is the acceleration of mass 2 at t= 0.01 seconds? At t = 1.00 seconds? At t = 4.00 seconds? 3) Obtain the VELOCITY of mass 1 just before it hits the ground, so at t = 4.5 seconds. (w) 148jay

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Two objects are dropped simultaneously from an initial height of 100m, with an initial velocity of zero. They fall straight
down. For mass 1, you can ignore air drag. For mass 2, air drag DOES affect the motion.
Here is the position vs. time for
100
both objects:
90
80
y = 100 - 0.1164*t-4.795*t²+0.1283*t3
70
• mass 1: no air drag
60
I mass 2: with air drag
50
40
30
y = 100 - 1/2*9.8*t?
20
10
3
time (s)
1) Harder: What's the acceleration of mass 2? Note that the acceleration CHANGES! So write this as an equation.
2) What is the acceleration of mass 2 at t= 0.01 seconds? At t = 1.00 seconds? At t = 4.00 seconds?
3) Obtain the VELOCITY of mass 1 just before it hits the ground, so at t = 4.5 seconds.
(w) 148jay
Transcribed Image Text:Two objects are dropped simultaneously from an initial height of 100m, with an initial velocity of zero. They fall straight down. For mass 1, you can ignore air drag. For mass 2, air drag DOES affect the motion. Here is the position vs. time for 100 both objects: 90 80 y = 100 - 0.1164*t-4.795*t²+0.1283*t3 70 • mass 1: no air drag 60 I mass 2: with air drag 50 40 30 y = 100 - 1/2*9.8*t? 20 10 3 time (s) 1) Harder: What's the acceleration of mass 2? Note that the acceleration CHANGES! So write this as an equation. 2) What is the acceleration of mass 2 at t= 0.01 seconds? At t = 1.00 seconds? At t = 4.00 seconds? 3) Obtain the VELOCITY of mass 1 just before it hits the ground, so at t = 4.5 seconds. (w) 148jay
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