Question

You start at (4, -3). You move right 1 unit and left 3 units. Where do you end ?

Answer 1

Starting at (4, -3), moving right 1 unit, and then left 3 units ends you at the position (2, -3) after considering the sum of these movements.

Step-by-step explanation:

The question involves a simple two-dimensional path movement on a coordinate plane, starting at the point (4, -3). The movement consists of going right 1 unit and then going left 3 units. To visualize this, you can imagine a displacement vector.

Moving right 1 unit from the starting point (4, -3) leads to the point (5, -3). Then moving left 3 units from there would take you to the point (2, -3). The final position is achieved by considering the total displacement: 1 unit right subtracted by 3 units left results in an overall movement of 2 units to the left from the original position.

Step-by-step explanation:

1. Begin at (4, -3).
2. Move right 1 unit to (5, -3).
3. Move left 3 units to (2, -3).
4. End at the final position, which is (2, -3).

Answer 2

(2, -3)

Step-by-step explanation:

Moving right increases the x-coordinate so after moving 1 unit to the right, we will be at (4 + 1, -3) = (5, -3). Moving left decreases the x-coordinate so after moving 3 units to the left, we will be at (5 - 3, -3) = (2, -3).