Iwill mark brainliest a cuboctahedron is a convex polyhedron with 12 vertices and 14 faces. a snub cube is a convex polyhedron with 24 vertices and 38 faces. how do the number of edges of a cuboctahedron and a snub cube compare?

Using Euler's formula: F+V-E = 2A cuboctahedron will have 14 + 12 - E = 2, and E = 24 edges.A snub cube will have 38 + 24 - E = 2, so E = 60 edges.
Therefore, a snub cube has more edges than (in fact, 2.5x as many edges as) a cuboctahedron.

Where the white dots are is where your points should be plotted.a translation is simply just moving something from one place to another. in this case, you would move each plot point of the original shape 2 units up, and 5 units to the left.