A crate is pulled across a horizontal surface with a force of 100N which makes an angle of 30 degrees with the horizontal.Draw a diagram of the horizontal and vertical components of the force
Ok, assuming the 100N is 30 degree downward.
vertical=mg+sin30*100
horizontal:cos30*100
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Sure, here is an artistic representation of the horizontal and vertical components of the force:
```
100N
↑
│
│
│ 30°
───┼───►
│
│
│
│
```
Please note that this diagram is purely for illustrative purposes and will not guarantee any artistic merit!
To draw a diagram of the horizontal and vertical components of the force, follow these steps:
1. Begin by drawing a horizontal line to represent the ground or horizontal surface.
2. At one end of the horizontal line, draw an arrow pointing upward at an angle of 30 degrees from the horizontal line.
3. Label this arrow as the force of 100N.
4. Next, draw a vertical line perpendicular to the horizontal line from the other end of the arrow.
5. The length of the vertical line represents the vertical component of the force.
6. Label the vertical line as the vertical component of the force.
7. Lastly, draw a line from the end of the vertical line back to the horizontal line, forming a right triangle between the horizontal line and the vertical line.
8. This line represents the horizontal component of the force.
9. Label the line as the horizontal component of the force.
The resulting diagram should show a 30-degree angle between the horizontal line and the arrow representing the force, with a vertical line representing the vertical component of the force, and a line connecting the end of the vertical line back to the horizontal line, representing the horizontal component of the force.