To find the total number of hours \( h \) Cooper will volunteer at the community food bank, we can set up the equation as follows:
Since Cooper works 3.5 hours every day for 14 days (2 weeks), we can represent this situation with the equation:
\[ h = 3.5 \times 14 \]
This equation indicates that the total hours \( h \) equals the number of hours he works each day (3.5) multiplied by the number of days he works (14).
Now, let's find the correct choice from the responses you provided.
The choice that correctly represents this situation is:
\[ 3.5h = 14 \]
However, the actual correct equation to find \( h \) is:
\[ h = 3.5 \times 14 \]
If we are asked for the equation format, then none of the provided options quite match it, but if we were to denote \( h \) as one side of an equation and express it, then \( 3.5h = 14 \) doesn't make sense in this context unless you interpret "3.5" as "3.5 hours worked in a week", in which \( h \) would likely represent total work but it's stated incorrectly.
Let’s summarize:
- The right calculation of total hours: \( h = 3.5 \times 14 \)
- None of the provided responses correctly represent that equation without rearrangement or misunderstanding of variables.
If you are strictly looking for an equation format present in the options you provided, I'd suggest that \( 3.5h = 14 \) might be incorrectly assumed but needs to be interpreted carefully depending on question context; it should be checked against logical frameworks or additional context.