Question 1: Consider the 10-vertex graph $G$ below. What type of graph property does the 6-vertex subgraph of red vertices and edges have relative to graph $G$?
(3 points)
A. spanning
B. induced
C. complete
D. none of the above
Question 2: How many distinct $K_{3}$ subgraphs are in the 10-vertex graph $G$ below?
(3 points)
A. 0
B. 1
C. 2
D. 3
Question 3: Consider the 10-vertex graph $G$ below, consider the 4-vertex subgraph $G_{1}$ defined by the vertex set $V_{1} = \{f, h, i, j\}$. Which of the following subgraphs (defined by their vertex sets) is isomorphic to $G_{1}$?
(3 points)
A. $V_{2} = \{a, b, e, f\}$
B. $V_{3} = \{a, b, g, h\}$
C. $V_{4} = \{a, b, f, j\}$
D. $V_{5} = \{a, g, h, i\}$