Answer :
To find the AST/TO ratio, we need to divide the number of assists (AST) by the number of turnovers (TO). Here's how you can do it step-by-step:
1. Identify the Number of Assists (AST): The problem states that Damian Lillard made 212 assists.
2. Identify the Number of Turnovers (TO): The problem states that Damian Lillard had 83 turnovers.
3. Calculate the AST/TO Ratio:
- Use the formula: [tex]\( \text{AST/TO ratio} = \frac{\text{Assists}}{\text{Turnovers}} \)[/tex].
- Plug in the numbers: [tex]\( \frac{212}{83} \)[/tex].
4. Perform the Division:
- Calculate [tex]\( \frac{212}{83} \)[/tex] which equals approximately 2.55.
Based on these steps, the AST/TO ratio is approximately 2.55. This calculation matches option C: [tex]\( \text{AST / TO} = \frac{212}{83} = 2.55 \)[/tex].
Therefore, the correct answer is C. [tex]\( \text{AST / TO} = \frac{212}{83} = 2.55 \)[/tex].
1. Identify the Number of Assists (AST): The problem states that Damian Lillard made 212 assists.
2. Identify the Number of Turnovers (TO): The problem states that Damian Lillard had 83 turnovers.
3. Calculate the AST/TO Ratio:
- Use the formula: [tex]\( \text{AST/TO ratio} = \frac{\text{Assists}}{\text{Turnovers}} \)[/tex].
- Plug in the numbers: [tex]\( \frac{212}{83} \)[/tex].
4. Perform the Division:
- Calculate [tex]\( \frac{212}{83} \)[/tex] which equals approximately 2.55.
Based on these steps, the AST/TO ratio is approximately 2.55. This calculation matches option C: [tex]\( \text{AST / TO} = \frac{212}{83} = 2.55 \)[/tex].
Therefore, the correct answer is C. [tex]\( \text{AST / TO} = \frac{212}{83} = 2.55 \)[/tex].