(-1,5, 0)
Yes, that is a set of three coordinates in three-dimensional space.
(-1, 5, 0) represents a point in three-dimensional space. Each coordinate within the set represents the position of the point along a different axis. In this case, the first coordinate, -1, represents the position of the point along the x-axis, the second coordinate, 5, represents the position along the y-axis, and the third coordinate, 0, represents the position along the z-axis.
(-1, 5, 0) represents a point in three-dimensional space. Each number in the set represents the coordinates of the point in the x, y, and z directions, respectively.
To understand the point's meaning in space, we can visualize it on a 3D coordinate system. In this system, the x-axis represents horizontal movement, the y-axis represents vertical movement, and the z-axis represents movement in and out of the screen.
To plot the point (-1, 5, 0):
1. Draw three perpendicular lines intersecting at a common point, known as the origin. This represents the (0, 0, 0) point.
2. Move 1 unit to the left from the origin on the x-axis. This represents the x-coordinate of -1.
3. Move 5 units upward along the positive y-axis. This represents the y-coordinate of 5.
4. Do not move along the z-axis as the z-coordinate is 0.
After following these steps, you will have plotted the point (-1, 5, 0) in three-dimensional space.