A 5-kg wooden block slides 3 m down a wooden incline at constant velocity. The angle of the incline is 36 7 The coefficient of static friction is ,. and the coefficient of kinetic friction is , Calculate the increase in the system's thermal energy. Use sin(36.7) = 0.6, cos(36.7) = 08, and g = 10 mis A. 30 J B. 45 J G 60.L
A 5-kg wooden block slides 3 m down a wooden incline at constant velocity. The angle of the incline is 36 7 The coefficient of static friction is ,. and the coefficient of kinetic friction is , Calculate the increase in the system's thermal energy. Use sin(36.7) = 0.6, cos(36.7) = 08, and g = 10 mis A. 30 J B. 45 J G 60.L
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![A 5-kg wooden block slides 3 m down a wooden incline at constant velocity. The angle of the incline is 36.7
The coefficient of static friction is 4,. and the coefficient of kinetic friction is 4 Calculate the increase in the
system's thermal energy. Use sin(36.7) = 0.6, cos(36.7) = 0.8, and g = 10 mis?.
A. 30 J
B. 45 J
C. 60 J
A ball of mass m, and a block of mass m, are attached by a lightweight cord that passes over a trictioniess
pulley of negligible mass as shown in the figure below. The block m, lies on a frictionless incline of angln @ and
is accelerated downward with a magnitude a. With T is the tension in the cord and g is the gravitational
acceleration, the correct Newton's second law statements of the ball and the block are](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7a7b1684-e01f-4bbb-a630-2446d2857143%2F88f9a239-7b42-4742-a9c7-b7d9271b86a9%2F7qt97g_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A 5-kg wooden block slides 3 m down a wooden incline at constant velocity. The angle of the incline is 36.7
The coefficient of static friction is 4,. and the coefficient of kinetic friction is 4 Calculate the increase in the
system's thermal energy. Use sin(36.7) = 0.6, cos(36.7) = 0.8, and g = 10 mis?.
A. 30 J
B. 45 J
C. 60 J
A ball of mass m, and a block of mass m, are attached by a lightweight cord that passes over a trictioniess
pulley of negligible mass as shown in the figure below. The block m, lies on a frictionless incline of angln @ and
is accelerated downward with a magnitude a. With T is the tension in the cord and g is the gravitational
acceleration, the correct Newton's second law statements of the ball and the block are
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