https://file.aiquickdraw.com/mathbot/file/1729530059987xl1fo44u.jpg

In the given question, you are asked to draw and label the vector **p - q** on the grid starting from the dot.

### Steps to solve this:
1. **Vector p and q Analysis:**
   - From the small grid in the question, observe the directions and magnitudes of the vectors **p** and **q**. 
     - **Vector p** points upwards and to the right, while **q** points downwards and to the right.

2. **Vector Subtraction (p - q):**
   - Subtracting vectors means adding the opposite of vector **q** to vector **p**. Essentially, this is equivalent to reversing the direction of **q** and adding it to **p**.
   - To subtract **q**, reverse its direction (point it upwards and to the left), and then perform vector addition graphically on the grid.

3. **Plotting on the Grid:**
   - You will use the provided larger grid and start from the given dot.
   - Apply the directions and magnitudes from the subtraction (p - q) starting from the dot to draw the resulting vector.

Would you like a detailed explanation of how to find the exact coordinates for vectors **p** and **q**, and how to plot the result? Let me know if you'd like further clarification or a breakdown of the steps!

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Here are some relative questions:
1. How do we add or subtract vectors graphically?
2. What is the significance of reversing the direction of a vector when subtracting?
3. Can you describe how vector components help in determining direction and magnitude?
4. What happens when both vectors are in the same direction in subtraction?
5. How do you calculate vector magnitudes from a graph?

**Tip:** When subtracting vectors, always remember that subtracting is the same as adding the opposite (or inverse) of the vector.

On the grid, draw and label a vector p - q starting from the dot.

Learn how to draw the vector subtraction p - q on a grid. This problem covers key concepts such as vector subtraction and graphical representation, suitable for students in Grades 9-11.

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