Draw a diagram to show the maximum and minimum resultants.

Resultants of what???

diagram to show the maximum and minimum of resultant

Tail to tail

draw a diagram to show the maximum and minimum resultants

The resultant of two forces

To draw a diagram showing the maximum and minimum resultants, we need to understand what resultants are. In physics or engineering, the term "resultant" refers to the vector sum of two or more vectors. The maximum resultant occurs when the vectors are aligned in the same direction, while the minimum resultant occurs when the vectors are aligned in opposite directions.

Here is a step-by-step guide to drawing the diagram:

1. Start by drawing a horizontal line to represent the baseline of your diagram.
2. Choose a point as the origin (O) on the baseline. This point will act as the starting point for your vectors.
3. From the point O, draw two vectors: one pointing to the right (R) and another pointing to the left (L). These vectors should have the same length and start from point O.
4. To show the maximum resultant, draw an arrow from the endpoint of R to the endpoint of L. This arrow will be in the same direction as vectors R and L, representing the maximum resultant.
5. To show the minimum resultant, draw an arrow from the endpoint of R to the opposite endpoint of L. This arrow will be in the opposite direction to vectors R and L, representing the minimum resultant.
6. Label the vectors R and L, as well as the maximum and minimum resultants, to clearly indicate which is which.

Once you've followed these steps, your diagram should illustrate the maximum and minimum resultants clearly.