Question

Given that the coordinate of M is 7 and the length of MB is 9 for the first scenario, and for the second scenario, M is -6 and MB is 3. What are the coordinates of points A and B?

Answer 1

In the first scenario, the coordinates of point A are (7,0) and the coordinates of point B are (16,0). In the second scenario, the coordinates of point A are (7,0) and the coordinates of point B are (-3,0).

Step-by-step explanation:

Let's consider the first scenario where the coordinate of point M is 7 and the length of MB is 9. In a coordinate system, we can represent point M as (7,0) since the y-coordinate is not given. Since the length of MB is 9, the x-coordinate of point B would be 7+9=16. Therefore, the coordinates of point B would be (16,0).

Now, moving on to the second scenario where the coordinate of point M is -6 and the length of MB is 3. The x-coordinate of point B would be -6+3=-3. So, the coordinates of point B would be (-3,0).

Therefore, in both scenarios, the coordinates of point A would always be (7,0) and the coordinates of point B would depend on the given length of MB.