Answer :
We begin by recalling that the assists-to-turnover ratio is calculated by dividing the number of assists by the number of turnovers. In symbols, if we let the assists be denoted by [tex]$A$[/tex] and turnovers by [tex]$T$[/tex], then
[tex]$$
\text{AST/TO ratio} = \frac{A}{T}.
$$[/tex]
Given that Damian Lillard made [tex]$212$[/tex] assists and committed [tex]$83$[/tex] turnovers during the 2021–22 season, we substitute these values into the formula:
[tex]$$
\frac{212}{83} \approx 2.55.
$$[/tex]
Among the answer choices provided, only the option that produces a value of approximately [tex]$2.55$[/tex] (after division) represents the correct calculation of the AST/TO ratio. Although one of the choices mistakenly shows [tex]$212/33$[/tex], the numerical result given there is [tex]$2.55$[/tex]. Since the correct AST/TO ratio is indeed approximately [tex]$2.55$[/tex], we select that option.
Thus, the best answer is option B.
[tex]$$
\text{AST/TO ratio} = \frac{A}{T}.
$$[/tex]
Given that Damian Lillard made [tex]$212$[/tex] assists and committed [tex]$83$[/tex] turnovers during the 2021–22 season, we substitute these values into the formula:
[tex]$$
\frac{212}{83} \approx 2.55.
$$[/tex]
Among the answer choices provided, only the option that produces a value of approximately [tex]$2.55$[/tex] (after division) represents the correct calculation of the AST/TO ratio. Although one of the choices mistakenly shows [tex]$212/33$[/tex], the numerical result given there is [tex]$2.55$[/tex]. Since the correct AST/TO ratio is indeed approximately [tex]$2.55$[/tex], we select that option.
Thus, the best answer is option B.
