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MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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Are these answers correct. Thank you so much.
A young urban warrior shoots an arrow from a kneeling position 3 feet off the ground.
She shoots the arrow straight up to signal her friends 300 feet up on a sky scraper
1000 feet away from her location. If she can shoot the arrow at a speed of 200 feet
per second, match the following:
Initial position
3 ft
Initial velocity
200 feet per second
The height of the arrow at time t.
h(t) = -16(t * t) +200t + 3
Height of arrow after 10 seconds.
12.515 seconds
Time when arrow has hit the ground.
403 ft
W
Transcribed Image Text:A young urban warrior shoots an arrow from a kneeling position 3 feet off the ground. She shoots the arrow straight up to signal her friends 300 feet up on a sky scraper 1000 feet away from her location. If she can shoot the arrow at a speed of 200 feet per second, match the following: Initial position 3 ft Initial velocity 200 feet per second The height of the arrow at time t. h(t) = -16(t * t) +200t + 3 Height of arrow after 10 seconds. 12.515 seconds Time when arrow has hit the ground. 403 ft W
A young urban warrior shoots an arrow from a kneeling position 3 feet off the ground.
She shoots the arrow straight up to signal her friends 300 feet up on a sky scraper
1000 feet away from her location. If she can shoot the arrow at a speed of 200 feet
per second, match the following:
Initial position
3 ft
Initial velocity
200 feet per second
The height of the arrow at time t.
h(t) = -16(t * t) +200t + 3
Height of arrow after 10 seconds.
12.515 seconds
Time when arrow has hit the ground.
403 ft
W
Transcribed Image Text:A young urban warrior shoots an arrow from a kneeling position 3 feet off the ground. She shoots the arrow straight up to signal her friends 300 feet up on a sky scraper 1000 feet away from her location. If she can shoot the arrow at a speed of 200 feet per second, match the following: Initial position 3 ft Initial velocity 200 feet per second The height of the arrow at time t. h(t) = -16(t * t) +200t + 3 Height of arrow after 10 seconds. 12.515 seconds Time when arrow has hit the ground. 403 ft W
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