If the mass of the box is 2.55 kg, the angle of the incline is 40o, and the coefficient of static friction, s, between the crate and the incline is 0.37, rank the forces according to their magnitudes.

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If the mass of the box is 2.55 kg, the angle of the incline is 40o, and the coefficient of static friction, s, between the crate and the incline is 0.37, rank the forces according to their magnitudes.

If the mass of the box is 2.55 kg, the angle of the incline is 40 degrees, and the coefficient of static friction, \( \mu_s \), between the crate and the incline is 0.37, rank the forces according to their magnitudes.

1. The Normal Force between the block and the ramp
2. The Static Friction Force between the block and the ramp
3. The Tension in the string
4. The Weight of the block

Each option is followed by a dropdown selection for ranking purposes.
Transcribed Image Text:If the mass of the box is 2.55 kg, the angle of the incline is 40 degrees, and the coefficient of static friction, \( \mu_s \), between the crate and the incline is 0.37, rank the forces according to their magnitudes. 1. The Normal Force between the block and the ramp 2. The Static Friction Force between the block and the ramp 3. The Tension in the string 4. The Weight of the block Each option is followed by a dropdown selection for ranking purposes.
A block is held at rest on an incline by a rope that is parallel to the incline, as shown in the figure below.

**Diagram Description:**

- The incline is depicted as a right-angled triangle. 
- The angle between the incline and the horizontal base is labeled as \(\theta\).
- A block of mass \(m\) is positioned on the slope. 
- A rope runs parallel to the incline and holds the block in place.
- The incline is against a vertical surface, indicating no movement of the block due to the tension in the rope balancing the gravitational force component along the incline.
Transcribed Image Text:A block is held at rest on an incline by a rope that is parallel to the incline, as shown in the figure below. **Diagram Description:** - The incline is depicted as a right-angled triangle. - The angle between the incline and the horizontal base is labeled as \(\theta\). - A block of mass \(m\) is positioned on the slope. - A rope runs parallel to the incline and holds the block in place. - The incline is against a vertical surface, indicating no movement of the block due to the tension in the rope balancing the gravitational force component along the incline.
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