Question

Which set of statements explains how to plot a point at the location (−312, −2)?(1 point)ResponsesStart at the origin. Move left 312 units because the x-coordinate is −312. Move two units down because the y-coordinate is −2.Start at the origin. Move left 3 and 1 half units because the x-coordinate is negative 3 and 1 half. Move two units down because the y-coordinate is negative 2.Start at the origin. Move up 312 units because the x-coordinate is −312. Move two units right because the y-coordinate is −2.Start at the origin. Move up 3 and 1 half units because the x-coordinate is negative 3 and 1 half. Move two units right because the y-coordinate is negative 2.Start at the origin. Move down 312 units because the x-coordinate is −312. Move two units left because the y-coordinate is −2.Start at the origin. Move down 3 and 1 half units because the x-coordinate is negative 3 and 1 half. Move two units left because the y-coordinate is negative 2.Start at the origin. Move right 312 units because the x-coordinate is −312. Move two units up because the y-coordinate is −2.Start at the origin. Move right 3 and 1 half units because the x-coordinate is negative 3 and 1 half. Move two units up because the y-coordinate is negative 2.

Answer 1

To plot the point (−312, −2), you should follow these steps:

1. Start at the origin (0, 0).
2. Move left 312 units because the x-coordinate is −312.
3. Move down 2 units because the y-coordinate is −2.

The correct response is:

Start at the origin. Move left 312 units because the x-coordinate is −312. Move two units down because the y-coordinate is −2.