1. The graph below shows the position versus time of a steel ball, starting from rest at t = 0 seconds, that is dropped straight down from an initial height of 3.00-m. The ball is allowed to bounce three times before it is caught again. In this problem, we will ignore air resistance. 3.00m Iy(m) 3.00m Iv(t) 3.00m a(t) t(s) t(s) t(s) 4 a. Make a rough sketch of the ball's velocity versus time and its acceleration versus time. b. What is the ball's exact instantaneous velocity at time t = 0.400-s? y = yo+ Vot + 1/2 at ² 0 = 3 + Vo(0 400) + 1/2 4 Y - Yo = (Vo+V) t 0-3 - 3 = (0+✓ ) + (알)+ 2 -6 = v(0.400) V=-15 m/s

icon
Related questions
Question
Dont use chatgpt, I need neat and clean diagram with work and explanation... I vll upvote for correct work
1. The graph below shows the position versus time of a steel ball, starting from rest at t = 0 seconds, that is
dropped straight down from an initial height of 3.00-m. The ball is allowed to bounce three times before it is
caught again. In this problem, we will ignore air resistance.
3.00m
Iy(m)
3.00m
Iv(t)
3.00m
a(t)
t(s)
t(s)
t(s)
4
a. Make a rough sketch of the ball's velocity versus time and its acceleration versus time.
b. What is the ball's exact instantaneous velocity at time t = 0.400-s?
y = yo+ Vot + 1/2 at ²
0 = 3 + Vo(0 400) + 1/2
4
Y - Yo = (Vo+V) t
0-3
- 3 = (0+✓ ) +
(알)+
2
-6 = v(0.400)
V=-15 m/s
Transcribed Image Text:1. The graph below shows the position versus time of a steel ball, starting from rest at t = 0 seconds, that is dropped straight down from an initial height of 3.00-m. The ball is allowed to bounce three times before it is caught again. In this problem, we will ignore air resistance. 3.00m Iy(m) 3.00m Iv(t) 3.00m a(t) t(s) t(s) t(s) 4 a. Make a rough sketch of the ball's velocity versus time and its acceleration versus time. b. What is the ball's exact instantaneous velocity at time t = 0.400-s? y = yo+ Vot + 1/2 at ² 0 = 3 + Vo(0 400) + 1/2 4 Y - Yo = (Vo+V) t 0-3 - 3 = (0+✓ ) + (알)+ 2 -6 = v(0.400) V=-15 m/s
Expert Solution
steps

Step by step

Solved in 2 steps with 2 images

Blurred answer