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Answer :
To solve this problem, we can use Newton's Third Law of Motion, which states: "For every action, there is an equal and opposite reaction." This means that if the cannon exerts a force on the cannonball to the east, the cannonball exerts an equal and opposite force on the cannon to the west.
Here's the detailed solution:
1. Understand the Given Information:
- The cannonball is fired with a force of 850.0 N to the east.
2. Apply Newton's Third Law:
- According to Newton's Third Law, the cannonball exerts an equal force of 850.0 N, but in the opposite direction, on the cannon.
3. Conclude the Direction of the Force on the Cannon:
- Since the action of the force on the cannonball is to the east, the reaction force on the cannon will be to the west.
4. Determine the Magnitude of the Force:
- The magnitude of the force exerted by the cannonball on the cannon is the same as the force exerted by the cannon, which is 850.0 N.
Thus, the force acting on the cannon is 850.0 N to the west.
The correct answer is:
850.0 N to the west
Here's the detailed solution:
1. Understand the Given Information:
- The cannonball is fired with a force of 850.0 N to the east.
2. Apply Newton's Third Law:
- According to Newton's Third Law, the cannonball exerts an equal force of 850.0 N, but in the opposite direction, on the cannon.
3. Conclude the Direction of the Force on the Cannon:
- Since the action of the force on the cannonball is to the east, the reaction force on the cannon will be to the west.
4. Determine the Magnitude of the Force:
- The magnitude of the force exerted by the cannonball on the cannon is the same as the force exerted by the cannon, which is 850.0 N.
Thus, the force acting on the cannon is 850.0 N to the west.
The correct answer is:
850.0 N to the west
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