For the given figure, find the number of edges and the sum of the degrees of the vertices. a. number of edges: 18 sum of degrees of vertices: 38 b. number of edges: 19 sum of degrees of vertices: 38 c. number of edges: 6 sum of degrees of vertices: 40 d. number of edges: 18 sum of degrees of vertices: 6

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For the given figure, find the number of edges and the sum of the degrees of the vertices. a. number of edges: 18 sum of degrees of vertices: 38 b. number of edges: 19 sum of degrees of vertices: 38 c. number of edges: 6 sum of degrees of vertices: 40 d. number of edges: 18 sum of degrees of vertices: 6

Mathematics
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1 Attachment
Let's start by labeling each vertex A through F
1 Attachment
how many edges attach to vertex A?

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Other answers:

5?
yes
how about vertex B?
6
good, and vertex C?
6
correct, now vertex D
6
also correct, how about E?
6 again
and finally, vertex F
9
so we have degree of A: 5 degree of B: 6 degree of C: 6 degree of D: 6 degree of E: 6 degree of F: 9
So wouldn't the sum be 38?
the sum is 38, yes
how many edges do you count?
19?
I'm counting 19 as well 5 edges in the outer circle 5 edges in the pentagon 8 curved edges on the inside (2*4 = 8) leading to the center 1 straight edge on the very inside leading to the center 5+5+8+1 = 19

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