Answer :
To determine Damian Lillard's AST/TO (Assists to Turnover) ratio for the 2021-22 season, we need to calculate the number of assists he made divided by the number of turnovers he committed.
Given:
- Damian Lillard made a total of [tex]\( 212 \)[/tex] assists.
- Damian Lillard had a total of [tex]\( 83 \)[/tex] turnovers.
To find the AST/TO ratio, we divide the total number of assists by the total number of turnovers:
[tex]\[ \text{AST/TO ratio} = \frac{\text{Assists}}{\text{Turnovers}} = \frac{212}{83} \][/tex]
The calculation yields:
[tex]\[ \frac{212}{83} \approx 2.55 \][/tex]
So, Damian Lillard's AST/TO ratio for the 2021-22 season is approximately [tex]\( 2.55 \)[/tex].
Let’s evaluate the answer choices:
A. AST - TO [tex]\( = 212 - 83 = 129 \)[/tex]
This is not the correct calculation as it is the difference between assists and turnovers, not a ratio.
B. AST/TO [tex]\( = 212 / 83 = 2.55 \)[/tex]
This is the correct calculation and matches our result.
C. TO - AST [tex]\( = 83 - 212 = -129 \)[/tex]
This is the reverse of option A and also not correct since it represents the difference taken in the opposite order.
D. [tex]\( \frac{10}{\text{AST}} = \frac{83}{212} \)[/tex]
This is another incorrect evaluation as it does not relate to calculating the AST/TO ratio.
Therefore, the correct answer is:
[tex]\[ \boxed{B. \text{AST/TO} = 212 / 83 = 2.55} \][/tex]
Given:
- Damian Lillard made a total of [tex]\( 212 \)[/tex] assists.
- Damian Lillard had a total of [tex]\( 83 \)[/tex] turnovers.
To find the AST/TO ratio, we divide the total number of assists by the total number of turnovers:
[tex]\[ \text{AST/TO ratio} = \frac{\text{Assists}}{\text{Turnovers}} = \frac{212}{83} \][/tex]
The calculation yields:
[tex]\[ \frac{212}{83} \approx 2.55 \][/tex]
So, Damian Lillard's AST/TO ratio for the 2021-22 season is approximately [tex]\( 2.55 \)[/tex].
Let’s evaluate the answer choices:
A. AST - TO [tex]\( = 212 - 83 = 129 \)[/tex]
This is not the correct calculation as it is the difference between assists and turnovers, not a ratio.
B. AST/TO [tex]\( = 212 / 83 = 2.55 \)[/tex]
This is the correct calculation and matches our result.
C. TO - AST [tex]\( = 83 - 212 = -129 \)[/tex]
This is the reverse of option A and also not correct since it represents the difference taken in the opposite order.
D. [tex]\( \frac{10}{\text{AST}} = \frac{83}{212} \)[/tex]
This is another incorrect evaluation as it does not relate to calculating the AST/TO ratio.
Therefore, the correct answer is:
[tex]\[ \boxed{B. \text{AST/TO} = 212 / 83 = 2.55} \][/tex]
