you are a librarian. you know that approximately 12% of books that are checked out get returned late. each…

you are a librarian. you know that approximately 12% of books that are checked out get returned late. each late book results in an average fine of $4.25. this week, 462 books were checked out from the library. which set of equations could be used to estimate the total fines for those books that will be returned late? late books = \\frac{12}{100}×462 total fines = \\frac{late books}{4.25} late books = \\frac{462}{12}×100 total fines = \\frac{late books}{4.25} late books = \\frac{12}{100}×462 total fines = 4.25×late books late books = \\frac{12}{462}×100 total fines = 4.25×late books late books = \\frac{462}{12} total fines = 4.25×late books

you are a librarian. you know that approximately 12% of books that are checked out get returned late. each late book results in an average fine of $4.25. this week, 462 books were checked out from the library. which set of equations could be used to estimate the total fines for those books that will be returned late? late books = \\frac{12}{100}×462 total fines = \\frac{late books}{4.25} late books = \\frac{462}{12}×100 total fines = \\frac{late books}{4.25} late books = \\frac{12}{100}×462 total fines = 4.25×late books late books = \\frac{12}{462}×100 total fines = 4.25×late books late books = \\frac{462}{12} total fines = 4.25×late books

Answer

Explanation:

Step1: Calculate number of late - books

To find the number of late - books, we use the percentage formula. The percentage of late - books is 12% or $\frac{12}{100}$ and the total number of books checked out is 462. So, the number of late - books $late\ books=\frac{12}{100}\times462$.

Step2: Calculate total fines

Since each late - book results in an average fine of $4.25, to find the total fines, we multiply the number of late - books by the fine per late - book. So, $total\ fines = 4.25\times late\ books$.

Answer:

late books = $\frac{12}{100}\times462$ total fines = $4.25\times late\ books$