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The function S(x)S(x)S(x) gives the total number of signatures on an online petition, where xxx is the number of hours since the petition was launched. What is the best interpretation of the statement S(3)≈2,400S(3) \approx 2{,}400S(3)≈2,400 in this context?
The petition gains approximately 2,400 signatures during each of the first 3 hours after launch.
When the petition reaches approximately 2,400 signatures, it has 3 times the signatures it had 1 hour earlier.
3 hours after the petition was launched, there are approximately 2,400 signatures.
When the petition reaches approximately 2,400 signatures, that total is 3 more than the number of signatures at launch.