Student A drops a balloon from a building height h above the ground where student B tries to throw a balloon upwards with velocity v1 to hit the other balloon in the air. (The motion is 1-D). The student on the ground throws the balloon t0 seconds after the other student in the air: Which would be a system of equations that would solve for when and where the balloons meet for student A and B respectively
Student A drops a balloon from a building height h above the ground where student B tries to throw a balloon upwards with velocity v1 to hit the other balloon in the air. (The motion is 1-D). The student on the ground throws the balloon t0 seconds after the other student in the air: Which would be a system of equations that would solve for when and where the balloons meet for student A and B respectively
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![LA Meet-ogk-qpes-dft x
Kinematics Test Physic x
Kinernatics Test Physic x
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For7M5A831gmHFTKLwZ-Yz5TFlhPhZQvd9IU0K48s/edit
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Arial
14.5
BIUA
三 に三
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3
| III4
Student A drops a balloon from a building height h above the ground
where student B tries to throw a balloon upwards with velocity v1 to hit
the other balloon in the air. (The motion is 1-D). The student on the
ground throws the balloon t0 seconds after the other student in the air:
Which would be a system of equations that would solve for when and
where the balloons meet for student A and B respectively
hp](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3759998b-a61e-41d0-8f84-b907ff9d30da%2F05d6ccb8-4b48-40bf-8278-f99bbadae99f%2F6r7atq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:LA Meet-ogk-qpes-dft x
Kinematics Test Physic x
Kinernatics Test Physic x
Untitled
For7M5A831gmHFTKLwZ-Yz5TFlhPhZQvd9IU0K48s/edit
d-ons Help
Last edit was seconds ago
Arial
14.5
BIUA
三 に三
1.
3
| III4
Student A drops a balloon from a building height h above the ground
where student B tries to throw a balloon upwards with velocity v1 to hit
the other balloon in the air. (The motion is 1-D). The student on the
ground throws the balloon t0 seconds after the other student in the air:
Which would be a system of equations that would solve for when and
where the balloons meet for student A and B respectively
hp
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