double at an r% inflation rate. (Assume price 3. Write a program to provide information on the height of a ball thrown straight up into the air. The program should request as input the initial height, h feet, and the initial velocity, v feet per second. The height of the ball (in feet) after t seconds is given by the formula h+ vt-16t feet. The four options to be provided by buttons are as follows: (a) Determine the maximum height of the ball. Note: The ball will reach its maximum height after v/32 seconds. (b) Determine approximately when the ball will hit the ground. Hint: Calculate the height after every.1 second and determine when the height is no longer a positive number. (c) Display a table showing the height of the ball every quarter second for five seconds or until it hits the ground. See Fig. 6.14. (d) Quit.
double at an r% inflation rate. (Assume price 3. Write a program to provide information on the height of a ball thrown straight up into the air. The program should request as input the initial height, h feet, and the initial velocity, v feet per second. The height of the ball (in feet) after t seconds is given by the formula h+ vt-16t feet. The four options to be provided by buttons are as follows: (a) Determine the maximum height of the ball. Note: The ball will reach its maximum height after v/32 seconds. (b) Determine approximately when the ball will hit the ground. Hint: Calculate the height after every.1 second and determine when the height is no longer a positive number. (c) Display a table showing the height of the ball every quarter second for five seconds or until it hits the ground. See Fig. 6.14. (d) Quit.
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![3. Write a program to provide information on the height of a ball thrown straight up into the
air. The program should request as input the initial height, h feet, and the initial velocity, v
feet
double at an r% inflation rate. (Assume prices increase
per second. The height of the ball (in feet) after t seconds is given by the formula
(a) Determine the maximum height of the ball. Note: The ball will reach its maximum
height after v/32 seconds.
(b) Determine approximately when the ball will hit the ground. Hint: Calculate the height
after every .1 second and determine when the height is no longer a positive number.
(c) Display a table showing the height of the ball every quarter second for five seconds or
until it hits the ground. See Fig. 6.14.
h + vt -
16t feet. The four options to be provided by buttons are as follows:
(d) Quit.
Projectile Motion
Initial Height:
feet)
Initial Velocity:
34
feet / second)
Detemine Approximate Time
Until Ball Hits The Ground
Detemine Maximum Height
Display Table
Quit
TIME
HEIGHT
0.00
5.0
0.25
12.5
0.50
18.0
0.75
21.5
1.00
23.0
1.25
22.5
1.50
20.0
1.75
2.00
15.5
9.0
2 25
9.5
FIGURE 6.14 Sample Output for Programming Project 3.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6080a182-9c27-4f69-8a23-b863d30485d5%2F895d367a-33f0-4025-8185-692c899b4d37%2Fib8tci_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3. Write a program to provide information on the height of a ball thrown straight up into the
air. The program should request as input the initial height, h feet, and the initial velocity, v
feet
double at an r% inflation rate. (Assume prices increase
per second. The height of the ball (in feet) after t seconds is given by the formula
(a) Determine the maximum height of the ball. Note: The ball will reach its maximum
height after v/32 seconds.
(b) Determine approximately when the ball will hit the ground. Hint: Calculate the height
after every .1 second and determine when the height is no longer a positive number.
(c) Display a table showing the height of the ball every quarter second for five seconds or
until it hits the ground. See Fig. 6.14.
h + vt -
16t feet. The four options to be provided by buttons are as follows:
(d) Quit.
Projectile Motion
Initial Height:
feet)
Initial Velocity:
34
feet / second)
Detemine Approximate Time
Until Ball Hits The Ground
Detemine Maximum Height
Display Table
Quit
TIME
HEIGHT
0.00
5.0
0.25
12.5
0.50
18.0
0.75
21.5
1.00
23.0
1.25
22.5
1.50
20.0
1.75
2.00
15.5
9.0
2 25
9.5
FIGURE 6.14 Sample Output for Programming Project 3.
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