To determine how many different ways Chris can complete the quiz, we need to consider the number of choices he has for each question.
Since there are 3 questions and each question has 4 choices, the total number of ways to complete the quiz can be calculated by multiplying the number of choices for each question:
\[ \text{Total ways} = (\text{Choices for Question 1}) \times (\text{Choices for Question 2}) \times (\text{Choices for Question 3}) \]
Given that there are 4 choices for each of the 3 questions:
\[ \text{Total ways} = 4 \times 4 \times 4 = 4^3 \]
Calculating \(4^3\):
\[ 4^3 = 64 \]
Therefore, there are 64 different ways Chris can complete the quiz. The correct response is:
64 ways