A hand is pushing the block up the inclined plane. The plane is frictionless. Notice that we have rotated the x- and y- axes. What is the correct free body diagram for this situation?
A hand is pushing the block up the inclined plane. The plane is frictionless. Notice that we have rotated the x- and y- axes. What is the correct free body diagram for this situation?
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
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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Transcribed Image Text:The image contains three vector diagrams illustrating different configurations of three forces: \(N_{\text{1S}}\), \(N_{\text{1H}}\), and \(W_{\text{1E}}\).
1. **Top Diagram**:
- The vectors are arranged in an L-shape.
- \(N_{\text{1H}}\) is directed horizontally to the right.
- \(W_{\text{1E}}\) is directed vertically downward.
- \(N_{\text{1S}}\) is directed vertically upward.
2. **Middle Diagram**:
- The vectors form a Y-shape with angles between them.
- \(N_{\text{1H}}\) points horizontally to the left.
- \(W_{\text{1E}}\) is directed downward at an angle.
- \(N_{\text{1S}}\) is directed upward at an opposite angle to \(W_{\text{1E}}\).
3. **Bottom Diagram**:
- The vectors form a T-shape.
- \(N_{\text{1H}}\) points horizontally to the left.
- \(W_{\text{1E}}\) is directed horizontally to the right.
- \(N_{\text{1S}}\) is oriented vertically upward.
These diagrams might represent physical forces in equilibrium or different interaction scenarios.

Transcribed Image Text:A hand is pushing the block up the inclined plane. The plane is frictionless.
Notice that we have rotated the x- and y- axes.
What is the correct free body diagram for this situation?
**Diagrams Explanation:**
1. **Inclined Plane Diagram:**
- The diagram shows a block on an inclined plane with an angle θ.
- The x- and y- axes are rotated to align with the plane, where the x-axis is along the plane, and the y-axis is perpendicular to it.
2. **Free Body Diagrams (Two Examples):**
- Arrows represent different forces acting on the block.
- **First Example:**
- \( N_{1H} \): Horizontal component of the normal force.
- \( N_{1S} \): Slope component of the normal force.
- \( W_{1E} \): Weight of the block acting downward.
- **Second Example** (although not fully visible):
- Similar forces are indicated with the labels \( N_{1S} \).
These diagrams help in understanding the components of forces acting on a block on an inclined frictionless plane.
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