**Problem 128:** A double-incline plane is depicted below. The coefficient of friction on the left surface is 0.30, and on the right surface is 0.16. Calculate the acceleration of the system.**Diagram Description:** - The diagram shows a triangular incline with two planes, one on the left and one on the right. - On the left side, there is a 10 kg block resting on an incline of 37°. It is connected via a pulley to another block on the right side. - On the right side, there is a 15 kg block on an incline of 53°. - Both blocks appear to be connected by a string passing over a frictionless pulley at the apex of the incline.**Graphical Elements:**- The left incline has a smaller angle (37°) compared to the right incline (53°). - The coefficient of friction affecting the movement of the blocks differs between surfaces: 0.30 on the left and 0.16 on the right.**Objective:**- To calculate the acceleration of the system considering the masses of the blocks, the angles of the inclines, and the coefficients of friction.

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Description: **Problem 128:** A double-incline plane is depicted below. The coefficient of friction on the left surface is 0.30, and on the right surface is 0.16. Calculate the acceleration of the system.**Diagram Description:** - The diagram shows a triangular

Mass of the left block m1 = 10 kg Mass of right block m2 = 15 kg The angle of inclination of the…

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A double-incline plane is shown below. The coefficient of friction on the left surface is 0.30, and on the right surface 0.16. Calculate the acceleration of the system. 128. 10 kg 15 kg 37° 53°

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Concept explainers

Newton's First Law of Motion

If a very smooth ball is rolled down an inclined surface with zero friction, the ball will continue to roll indefinitely for an infinite time, in an attempt to reach to the same height on the opposite hill!

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**Problem 128:** A double-incline plane is depicted below. The coefficient of friction on the left surface is 0.30, and on the right surface is 0.16. Calculate the acceleration of the system.

**Diagram Description:**

- The diagram shows a triangular incline with two planes, one on the left and one on the right.

- On the left side, there is a 10 kg block resting on an incline of 37°. It is connected via a pulley to another block on the right side.

- On the right side, there is a 15 kg block on an incline of 53°.

- Both blocks appear to be connected by a string passing over a frictionless pulley at the apex of the incline.

**Graphical Elements:**

- The left incline has a smaller angle (37°) compared to the right incline (53°).

- The coefficient of friction affecting the movement of the blocks differs between surfaces: 0.30 on the left and 0.16 on the right.

**Objective:**

- To calculate the acceleration of the system considering the masses of the blocks, the angles of the inclines, and the coefficients of friction.

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