QUESTION IMAGE
Question
solving mixture problems
the hardcover version of a book weighs 7 ounces while its paperback version weighs 5 ounces. forty - five copies of the book weigh a total of 249 ounces.
weight of books
| number of books | weight per book (ounces) | total weight (ounces) | |
|---|---|---|---|
| paperback | $45 - h$ | 5 | $x$ |
| total | 45 | 249 |
which value could replace $x$ in the table?
options: $5(45)-h$, $50 - h$, $5(45 - h)$, $40 - h$
Step1: Recall total weight formula
Total weight = number of books × weight per book.
Step2: Identify values for paperback
Number of paperback books is \( 45 - h \), weight per paperback is 5 ounces.
Step3: Calculate total weight for paperback
Using the formula, total weight \( x = 5\times(45 - h) \).
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\( 5(45 - h) \) (the third option)