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Answer:Part A: 204 pagesStep-by-step explanation:Eliza reads of her book on Monday by [tex]\frac{r}{7}[/tex] pages, where r is the total number of pages in the book.On Tuesday and Wednesday combined, she reads three times as much as she reads on Monday i.e. [tex]\frac{r}{7} * 3 = \frac{3r}{7}[/tex] pages.So, combining Monday, Tuesday and Wednesday she reads [tex]( \frac{r}{7} + \frac{3r}{7} ) = \frac{4r}{7}[/tex] number of pages.Part A: If Eliza's book has a total of 357 pages then combining Monday, Tuesday and Wednesday she reads [tex]\frac{4*357}{7} = 204[/tex] pages.please give me brainliest
Just substitute r with 357 and solve.= 1/7(357) + 3(1/7(357))= 51 + 3(51)= 51 + 153= 204Therefore, Eliza read 204 in those 3 days.Best of Luck!
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