Determine the number of coloring of the circuit $C_7$ with x colors so that no adjacent vertices have identical colors.
I'm quite unsure what it means by circuit of $C_7$ Is it just a septagon?
Determine the number of coloring of the circuit $C_7$ with x colors so that no adjacent vertices have identical colors.
I'm quite unsure what it means by circuit of $C_7$ Is it just a septagon?
$C_7$ is a cycle graph with 7 vertices (and so also 7 edges).
So yes, a heptagon.