To project a point (x, y, z) onto the plane x = 2, we simply replace the x-coordinate with 2. The y and z coordinates remain unchanged.
i) (2, 3, 0) projected onto x=2 becomes (2, 3, 0).
ii) (3, 3, 3) projected onto x=2 becomes (2, 3, 3).
iii) (3, 4, 3) projected onto x=2 becomes (2, 4, 3).
iv) (-1, 1, -2) projected onto x=2 becomes (2, 1, -2).
v) (2, 4, 6) projected onto x=2 becomes (2, 4, 6).
vi) (0, -2, 0) projected onto x=2 becomes (2, -2, 0).
The given graph represents the plane x=2. The y-axis represents the y-coordinate, and the z-axis represents the z-coordinate. Since we are on the x=2 plane, all points will have an x-coordinate of 2.
We plot the points from Step 1, treating the y-coordinate as the horizontal axis and the z-coordinate as the vertical axis.
i) (2, 3, 0) is plotted at (3, 0).
ii) (2, 3, 3) is plotted at (3, 3).
iii) (2, 4, 3) is plotted at (4, 3).
iv) (2, 1, -2) is plotted at (1, -2).
v) (2, 4, 6) is plotted at (4, 6).
vi) (2, -2, 0) is plotted at (-2, 0).
The plotted points on the x=2 plane are: (3, 0), (3, 3), (4, 3), (1, -2), (4, 6), and (-2, 0), where the first coordinate in each pair represents y, and the second represents z. You would mark these points on the provided graph. I cannot physically draw on your image.