What is the Force of Water on a Barge in Motion?

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To determine the force of water on a barge in motion, first calculate the net force using the barge's mass and acceleration, resulting in a force of approximately 1455.5 N. The horse exerts a force of 7134.06 N at an angle of 18.96°, which can be resolved into components using trigonometry. The net force equation states that the net force equals the force from the horse plus the force from the water. By rearranging this equation, the force exerted by the water can be calculated. This force will indicate whether it is acting to slow down or speed up the barge.
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Suppose a horse pulls on the rope with a force of 7134.064422651 N at an angle of = 18.955585914° to the direction of motion of a barge, which is headed straight along the positive direction of an x axis. The mass of the barge is 9358.240127247 kg, and the magnitude of its acceleration is 0.155965913 m/s2. What are (a) the magnitude and (b) the direction of the force on the barge from the water?
 
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i know you find the force of the barge by multipliying its mass by its accelleration. But i just don't know how it ties into figureing out the force on the boat from the water?
 
You can find the component of the horse's force along the barge using trigonometry, correct? Since you know the net force on the barge = force of horse + force of water, and you know the numerical value of the force on the barge (=barge's mass * acceleration), you should be able to find the force of the water on the barge. It should be slowing or speeding up the barge...check and see. :)
 
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