The T-shirt cannon at the RedBlacks game fires at a shockingly fast 95 km/h. The bleachers are at an angle of 50° from the horizontal and the T-shirt has a mass of 0.15 kg. You are sitting 20 meters above field level and the cannon is Ω Im away from the start of the bleachers. 100 Vo Ꮎ Ω m 100 Aiming Trajectory 20 m h 50° (a) The person firing the cannon does not understand projectile motion and aims the cannon directly at you. Determine the angle (e) at which the T- shirt is fired? (b) Determine the amount of time the T-shirt is in the air before landing on the bleachers. (c) Determine the height (h) that will the t-shirt land. Note: Remember to convert km/h to m/s for calculations (1m/s is 3.6 km/h).

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Chapter4: Motion In Two And Three Dimensions
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omega is equal to 100

The T-shirt cannon at the RedBlacks game fires at a shockingly fast 95 km/h.
The bleachers are at an angle of 50° from the horizontal and the T-shirt has a
mass of 0.15 kg. You are sitting 20 meters above field level and the cannon is
Ω
Im away from the start of the bleachers.
100
Vo
Ꮎ
Ω
m
100
Aiming Trajectory
20 m
h
50°
(a) The person firing the cannon does not understand projectile motion and
aims the cannon directly at you. Determine the angle (e) at which the T-
shirt is fired?
(b) Determine the amount of time the T-shirt is in the air before landing on the
bleachers.
(c) Determine the height (h) that will the t-shirt land.
Note: Remember to convert km/h to m/s for calculations (1m/s is 3.6 km/h).
Transcribed Image Text:The T-shirt cannon at the RedBlacks game fires at a shockingly fast 95 km/h. The bleachers are at an angle of 50° from the horizontal and the T-shirt has a mass of 0.15 kg. You are sitting 20 meters above field level and the cannon is Ω Im away from the start of the bleachers. 100 Vo Ꮎ Ω m 100 Aiming Trajectory 20 m h 50° (a) The person firing the cannon does not understand projectile motion and aims the cannon directly at you. Determine the angle (e) at which the T- shirt is fired? (b) Determine the amount of time the T-shirt is in the air before landing on the bleachers. (c) Determine the height (h) that will the t-shirt land. Note: Remember to convert km/h to m/s for calculations (1m/s is 3.6 km/h).
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