Question

you start at (-3, -5). you move left 1 unit and right 6 units. where do you end?

Explanation:

Step1: Analyze x - coordinate movement

Starting x - coordinate is - 3. Moving left 1 unit means subtracting 1 from the x - coordinate: $-3-1=-4$. Then moving right 6 units means adding 6 to the new x - coordinate: $-4 + 6=2$.

Step2: Analyze y - coordinate movement

There is no movement in the y - direction (since the problem only mentions left and right moves, which are horizontal, so y - coordinate remains - 5? Wait, the given final y - coordinate in the box is - 5? Wait, the user's image has ( , - 5). Wait, let's re - check. The start is (-3,-5). Moving left and right affects x - coordinate, y - coordinate stays the same. So after x - coordinate calculation: start x=-3, left 1: - 3-1=-4, right 6: - 4 + 6 = 2. Y - coordinate is still - 5.

Answer:

(2, - 5)