A team of engineering students is designing a catapult to launch a small ball at A so that it lands in the box. If it is known that the initial velocity vector makes a 8-25° angle with the horizontal, determine the range of launch speeds for which the ball will land inside the box Assume a- 10.5ft, b- 2 ft, c-8 in.,d 13 in. Answers:( 10.66 Svo S ) ft/sec 11.71

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A team of engineering students is designing a catapult to launch a small ball at A so that it lands in the box. If it is known that the initial
velocity vector makes a 8 = 25° angle with the horizontal, determine the range of launch speeds for which the ball will land inside the
box.
Assume a = 10.5 ft, b= 2 ft,c= 8 in, d= 13 in.
Answers:(
10.66
S Vo S
11.71
)ft/sec
Transcribed Image Text:A team of engineering students is designing a catapult to launch a small ball at A so that it lands in the box. If it is known that the initial velocity vector makes a 8 = 25° angle with the horizontal, determine the range of launch speeds for which the ball will land inside the box. Assume a = 10.5 ft, b= 2 ft,c= 8 in, d= 13 in. Answers:( 10.66 S Vo S 11.71 )ft/sec
A team of engineering students is designing a catapult to launch a small ball at A so that it lands in the box. If it is known that the initial
velocity vector makes a 8 = 25° angle with the horizontal, determine the range of launch speeds for which the ball will land inside the
box.
Assume a = 10.5 ft. b- 2 ft,c= 8 in., d = 13 in.
The figure shows a catapult launching a ball
from a point labeled A into a box on the right.
The width of the box is b and its height is c. The
left end of the box is at a distance a from the
polnt A. Point A is at a height d above the ground.
The ball is launched with a velocity of v subscript
O directed to the top right at an angle of theta
with respect to the horizontal. Two trajectories
are shown. The first trajectory ends at the center
of the box and the second trajectory ends at the
right corner of the box.
Answers:(
10.66
S Vo S
11.71
)ft/sec
Transcribed Image Text:A team of engineering students is designing a catapult to launch a small ball at A so that it lands in the box. If it is known that the initial velocity vector makes a 8 = 25° angle with the horizontal, determine the range of launch speeds for which the ball will land inside the box. Assume a = 10.5 ft. b- 2 ft,c= 8 in., d = 13 in. The figure shows a catapult launching a ball from a point labeled A into a box on the right. The width of the box is b and its height is c. The left end of the box is at a distance a from the polnt A. Point A is at a height d above the ground. The ball is launched with a velocity of v subscript O directed to the top right at an angle of theta with respect to the horizontal. Two trajectories are shown. The first trajectory ends at the center of the box and the second trajectory ends at the right corner of the box. Answers:( 10.66 S Vo S 11.71 )ft/sec
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