Question

Ramona has two full sticker books. Ramona has two full sticker books The first book has 240 stickers divided equally on 24 pages. The second book has 168 stickers, with 4 more stickers  on each pages than the first book.hiw many pages do the two sticker book have altogether ?​

Answer 1

45 page

Step-by-step explanation:

10 sticker per page + 1 big sticker (on 4 page)

so first book 24 page

and second book 17 +4 =21

21+ 21

answer 45 page

Answer 2

Given: Book 1 has 240 stickers equally divided on 24 pages.

           Book 2 has 168 stickers with 4 more stickers on each page.

To Find: Numer of pages present in Book 2.

Solution:

∵ 240 stickers are equally divided into 24 pages,

∴ Number of stickers on each page of Book 1 = $\frac{240}{24}$

                                                                            = 10 stickers

Book 1 has 10 stickers on each page.

Book 2 has 4 more stickers on each page.

∴ Number of stickers on each page of Book 2 = 10 + 4

                                                                             = 14 stickers

∴ Total number of pages of Book 2 = $\frac{Total \ number \ of \ stickers}{Number \ of\ stickers\ on \ each\ page}$

                                                           = $\frac{168}{14}$

                                                            = 12

Answer: The second sticker book has 12 pages.