please graph this force1 is 11cm at 10 degree force to is 11cm at 90 degree. use graphical method
To graph the given forces, we can use a graphical method called the vector addition method or the graphical vector addition.
Here is how you can graphically represent the two forces:
1. Draw a coordinate system: Start by drawing a set of perpendicular coordinate axes on a piece of paper or a graphing tool. The x-axis represents the horizontal direction, and the y-axis represents the vertical direction.
2. Choose a convenient scale: Assign a numerical scale to each axis. For example, you can choose 1 cm to represent 1 unit of force.
3. Draw the first force (F1): Since F1 has a magnitude of 11 cm, measure 11 units of length along the x-axis in the positive direction from the origin (0,0). Then, at the end of this line segment, draw a line at a 10-degree angle upward from the positive x-axis.
4. Draw the second force (F2): F2 also has a magnitude of 11 cm. Measure 11 units of length along the x-axis in the positive direction from the origin as before. However, this time, draw a line at a 90-degree angle from the positive x-axis.
5. Complete the parallelogram: Starting from the end point of F2, draw a line parallel to F1 in the opposite direction. Similarly, starting from the end point of F1, draw a line parallel to F2 in the opposite direction. These two lines will intersect at a point called the resultant force (F).
6. Measure and find the magnitude: Measure the length of the resultant force from the origin. This length represents the magnitude of the resultant force. Let's assume it measures 16 cm.
7. Determine the direction: Measure the angle between the resultant force line and the positive x-axis. This angle represents the direction of the resultant force. Let's assume it measures 30 degrees.
8. Draw the resultant force: Using the magnitude and direction determined in the previous steps, draw a line starting from the origin following the measured angle for the given length (16 cm).
Now you have graphically represented the vector addition of the two forces. The line representing the resultant force represents the combined effect of the two original forces.
Note: The scale used in this explanation is for illustrative purposes only. You can adjust the scale based on the actual measurements and values provided.