Translational/Angular Acceleartion

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Applying a single force to an object in space can result in either translational or angular acceleration, but typically only translational acceleration occurs without additional forces. The discussion highlights that while gravity keeps Earth in orbit around the Sun, it does not imply that Earth is experiencing angular acceleration in the traditional sense, as it travels at a constant speed. The distinction between centripetal acceleration and angular acceleration is clarified, with centripetal acceleration being directed towards the center of the orbit. The conversation emphasizes the importance of torque in understanding rotational dynamics, suggesting that relevant equations should be included for clarity. Overall, the complexities of motion in space and the effects of forces on acceleration are central to the discussion.
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1. "If you apply a single force to an object floating in space, you can impart...



a) only translational acceleration
b) only angular acceleration
c) it is possible to impart both
d) no acceleration will result since there is no gravity




I think the answer is either a) or c). I'm not sure if there is more than one force needed to accelerate an object angularly though :S
 
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What force (or forces?) act on Earth to keep it in orbit around the Sun?
 
gravity. but is the Earth undergoing angular acceleration? i feel since each year is ~365 days it seems to travel at constant velocity.
 
Ah, it's traveling at a roughly constant speed, but since velocity is a vector, and our velocity is changing, that must mean gravity is a centripetal acceleration.
 
but isn't angular acceleration the acceleration of a rotating body? Whereas centripetal force is the force directed towards the center of the "circle", which would cause a linear acceleration... right?

This question was asked in the context of the unit we are doing in regards to torque and rotational dynamics.
 
Forget about gravity.

Since the question was asked with regard to torque, what is torque? You deleted the homework template (and risked having your thread deleted). The template asks you to supply the Relevant equations. What are the relevant equations here?
 
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