Notice that there are two unknowns in the vertical motion: (1) the initial y velocity voy and (2) the magnitude of the gravitational acceleration g. Therefore, in general, you will get a set of two equations to solve for the two unknowns Choose the two equations below that you can use to solve for g and voy for projectile B. O 8m = voy(1.58) – g (1.125s²)

University Physics Volume 1
18th Edition
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Author:William Moebs, Samuel J. Ling, Jeff Sanny
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Chapter2: Vectors
Section: Chapter Questions
Problem 63P: Assuming the +x-axis is horizontal to the right for the vectors in the preceding figure, find (a)...
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Use the graph below to answer the next three questions.
Two projectiles are launched on a planet without an atmosphere (g is NOT 9.8 m/s). Projectile A is in motion
for 6 seconds, while projectile B is in motion for 3 seconds before hitting the ground. The +x direction is
horizontal and the +y direction is up.
40
32
16
B.
2.
8.
x (meters)
10
12
y (meters)
24
Transcribed Image Text:Use the graph below to answer the next three questions. Two projectiles are launched on a planet without an atmosphere (g is NOT 9.8 m/s). Projectile A is in motion for 6 seconds, while projectile B is in motion for 3 seconds before hitting the ground. The +x direction is horizontal and the +y direction is up. 40 32 16 B. 2. 8. x (meters) 10 12 y (meters) 24
Notice that there are two unknowns in the vertical motion: (1) the initial y velocity v,v and (2) the magnitude of
the gravitational accelerationg.
Therefore, in general, you will get a set of two equations to solve for the two unknowns
Choose the two equations below that you can use to solve for g and voy for projectile B.
8m
Voy(1.5s) – g (1.125s²)
0 = voy – 9 (1.5s)
6m
Voy(1.5s) – g (1.125s?)
%3D
O 8m
Voy(1.5s)
O6m = g (1.125s²)
Transcribed Image Text:Notice that there are two unknowns in the vertical motion: (1) the initial y velocity v,v and (2) the magnitude of the gravitational accelerationg. Therefore, in general, you will get a set of two equations to solve for the two unknowns Choose the two equations below that you can use to solve for g and voy for projectile B. 8m Voy(1.5s) – g (1.125s²) 0 = voy – 9 (1.5s) 6m Voy(1.5s) – g (1.125s?) %3D O 8m Voy(1.5s) O6m = g (1.125s²)
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