To find the equation that can be used to determine the full price \( f \) of each rashguard, we start by understanding the problem.
Let the full price of each rashguard be \( f \). During the sale, each rashguard is marked down by $5, so the sale price of each rashguard becomes \( f - 5 \).
Miguel purchases 3 rashguards at the sale price, and he pays a total of $60. This gives us the equation:
\[ 3(f - 5) = 60 \]
Now let's simplify this to check if one of the provided options matches.
Expanding the equation: \[ 3f - 15 = 60 \]
This matches the structure; however, we need to match it with the given response options more closely to their respective formats.
The correct equation that relates to the price of the rashguards is:
\[ \text{Option: } 3(f - 5) = 60 \]
Referring to the choices provided, the option that correctly expresses this situation with respect to \( f \) is:
\[ 3(f - 5) = 60 \]
Given the options, this can be further simplified to:
\[ 3f - 15 = 60 \]
Thus, the response choice that fits is:
3(f - 5) = 60.