An object has one force acting on it. It is a 33-newton force pointing downward. To create a net force of zero on the object, which force must be applied to it? A. a 33-newton force pointing upward B. a 1-newton force pointing upward C. a 33-newton force pointing left D. a 0-newton force pointing downward E. a 1-newton force pointing right
Question
An object has one force acting on it. It is a 33-newton force pointing downward. To create a net force of zero on the object, which force must be applied to it? A. a 33-newton force pointing upward B. a 1-newton force pointing upward C. a 33-newton force pointing left D. a 0-newton force pointing downward E. a 1-newton force pointing right
Solution
The correct answer is A. a 33-newton force pointing upward.
Here's why:
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The object currently has a 33-newton force acting on it in the downward direction.
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To create a net force of zero, an equal and opposite force must be applied to the object.
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This means that a 33-newton force must be applied in the upward direction.
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This force will counteract the downward force, resulting in a net force of zero.
So, the force that must be applied to the object to create a net force of zero is a 33-newton force pointing upward.
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