To push a crate of mass 70 kg up a frictionless ramp with an angle of 15 ° to the horizontal, a worker exerts a force of 950 N parallel to the incline. The crate moves a distance of 3 m What work is done on the crate by the worker?  J   Tries 0/2   What work is done by the weight of the crate?  J   Tries 0/2   What work is done by the normal force exerted by the floor on the crate??  J   Tries 0/2   What is the total work done on the crate?

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11th Edition
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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To push a crate of mass 70 kg up a frictionless ramp with an angle of 15 ° to the horizontal, a worker exerts a force of 950 N parallel to the incline.

The crate moves a distance of 3 m
What work is done on the crate by the worker?

 J

  Tries 0/2  


What work is done by the weight of the crate?

 J

  Tries 0/2  


What work is done by the normal force exerted by the floor on the crate??

 J

  Tries 0/2  


What is the total work done on the crate?

### Free Body Diagram (FBD) of an Object on an Inclined Plane

#### Diagram Explanation:

This image illustrates the forces acting on a block placed on an inclined plane. The key elements of the diagram are detailed below:

1. **Inclined Plane:**
   - The plane is inclined at an angle \( \theta \).
   - The length along the plane is denoted as \( L \), the "Distance Pushed."
   - The horizontal component of the plane is \( L \cos \theta \).
   - The vertical height is \( L \sin \theta \).

2. **Forces Acting on the Block:**
   - \( N_{1S} \) and \( N_{1H} \) represent the normal forces acting perpendicular to the surface of the plane.
   - \( W_{1E} \) is the weight of the block acting vertically downward.
   - The blue arrows indicate the direction of these forces.

3. **Block on the Incline:**
   - A red block is shown on the inclined surface.
   - The block is subject to gravitational force \( W_{1E} \), along with the normal forces.

This diagram is essential for understanding the physics of motion on an inclined plane, analyzing forces, and solving related problems in mechanics.
Transcribed Image Text:### Free Body Diagram (FBD) of an Object on an Inclined Plane #### Diagram Explanation: This image illustrates the forces acting on a block placed on an inclined plane. The key elements of the diagram are detailed below: 1. **Inclined Plane:** - The plane is inclined at an angle \( \theta \). - The length along the plane is denoted as \( L \), the "Distance Pushed." - The horizontal component of the plane is \( L \cos \theta \). - The vertical height is \( L \sin \theta \). 2. **Forces Acting on the Block:** - \( N_{1S} \) and \( N_{1H} \) represent the normal forces acting perpendicular to the surface of the plane. - \( W_{1E} \) is the weight of the block acting vertically downward. - The blue arrows indicate the direction of these forces. 3. **Block on the Incline:** - A red block is shown on the inclined surface. - The block is subject to gravitational force \( W_{1E} \), along with the normal forces. This diagram is essential for understanding the physics of motion on an inclined plane, analyzing forces, and solving related problems in mechanics.
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