Calculating Acceleration of a Sled on an Incline with a Pulling Dog

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A dog pulls a 50 kg sled up a 20° incline with a force of 200 N, while friction exerts a force of 50 N. The calculation of net force shows that the sled's acceleration is -0.89 m/s², indicating it moves downhill instead of uphill. The insufficient pulling force from the dog, especially when accounting for angle and friction, suggests that more dogs would be needed to effectively pull the sled. The discussion highlights the challenges of pulling heavy loads on an incline with limited force. Overall, the calculations confirm that the sled cannot ascend under the given conditions.
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Homework Statement



A dog pulls the rope of a 50 kg sled up a hill with an incline of 20° above the horizontal. The rope is directed 30° from the slope and the dog exerts a force of 200N on the rope. The force of friction is 50 N. What is the sled's acceleration?


2.The attempt at a solution

Fnet = ma

(Fapp) - (Ffriction) - (Fgx) = (50)(a)

(200N cos30) - (50N) - (50 kg * 9.81 m/s/s * sin20) = (50) (a)

a = -0.89 m/s/s.

Therefore, the sled is going down hill?!
 
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I did the problem and got the same results, I cannot help.

You should change your dog :), or maybe we are doing some mistakes, who knows.
 
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The pooch is too weak. It makes sense too, though, he has to pull a 50kg sled with only an initial 200N of horsepower to work with.
 
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Even without the 30º the dog cannot pull the sled, maybe the teacher shows this to explain why you need a bunch of dogs pulling the sled :) .
 
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Thanks guys. I guess i did it correctly.
 
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