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Review | Constants When it is 133 m above the ground, a rocket traveling vertically upward at a constant 8.20 m/s relative to the ground launches a secondary rocket at a speed of 12.2 m/s at an angle of 59.0 the horizontal, both quantities being measured by an observer sitting in the rocket. Air resistance should be ignored. Just as the secondary rocket is launched, what are the horizontal and vertical components of its velocity relative to Mission Control on the ground? above Hint: You need to use Galileo's equation that we discussed last week to find the initial velocity with respect to the ground. Frame A is the ground, Frame B is the first rocket and the object of interest P is the secondary rocket. Enter your answers numerically separated by a comma. V ΑΣφ m/s Request Answer Submit

Review | Constants When it is 133 m above the ground, a rocket traveling vertically upward at a constant 8.20 m/s relative to the ground launches a secondary rocket at a speed of 12.2 m/s at an angle of 59.0 the horizontal, both quantities being measured by an observer sitting in the rocket. Air resistance should be ignored. Just as the secondary rocket is launched, what are the horizontal and vertical components of its velocity relative to Mission Control on the ground? above Hint: You need to use Galileo's equation that we discussed last week to find the initial velocity with respect to the ground. Frame A is the ground, Frame B is the first rocket and the object of interest P is the secondary rocket. Enter your answers numerically separated by a comma. V ΑΣφ m/s Request Answer Submit

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I'm not sure how to find the velocity components with respect of the missile control on the ground.

Review | Constants When it is 133 m above the ground, a rocket traveling vertically upward at a constant 8.20 m/s relative to the ground launches a secondary rocket at a speed of 12.2 m/s at an angle of 59.0 the horizontal, both quantities being measured by an observer sitting in the rocket. Air resistance should be ignored. Just as the secondary rocket is launched, what are the horizontal and vertical components of its velocity relative to Mission Control on the ground? above Hint: You need to use Galileo's equation that we discussed last week to find the initial velocity with respect to the ground. Frame A is the ground, Frame B is the first rocket and the object of interest P is the secondary rocket. Enter your answers numerically separated by a comma. V ΑΣφ m/s Request Answer Submit
Transcribed Image Text:Review | Constants When it is 133 m above the ground, a rocket traveling vertically upward at a constant 8.20 m/s relative to the ground launches a secondary rocket at a speed of 12.2 m/s at an angle of 59.0 the horizontal, both quantities being measured by an observer sitting in the rocket. Air resistance should be ignored. Just as the secondary rocket is launched, what are the horizontal and vertical components of its velocity relative to Mission Control on the ground? above Hint: You need to use Galileo's equation that we discussed last week to find the initial velocity with respect to the ground. Frame A is the ground, Frame B is the first rocket and the object of interest P is the secondary rocket. Enter your answers numerically separated by a comma. V ΑΣφ m/s Request Answer Submit
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