**Question**: A boy was playing with a book and tore out the pages 7, 8, 100, 101, 222 and 223. How many pages did he tear out?

**Answer**: At the primary spot when we read the A kid was playing with a book conundrum, we feel that kid detached 6 pages. In any case, that isn’t right. The right response to this puzzle lies in the quantity of pages.

At the point when you tear a page from a book or note pad, at that point you are removing the numbered page on the opposite side of the page also.

While the kid removed sheets are 7, 8, 100, 101, 222, and 223. Thusly this doesn’t mean the odd-even or even-odd arrangement.

Befuddled? allow me to explain. On the off chance that you tear a page that has numbers 7 and 8, at that point it has odd to try and example. Furthermore, the resulting number of the book will be in the equivalent odd to try and patters. For eg 7-8, 9-10, 29-30, 41-42, 103-104, etc. In this example, we will not get even no. from the outset place and an odd number in the second spot.

Circumstance 1: If the book has even to odd page numbers then 7 and 8 are 2 unique pages, while 100, 101, and 222, 223 are next to each other single pages. Along these lines in this conceivable circumstance, the kid removes a sum of 4 pages.

Circumstance 2: If the book has odd to try and page number succession then 7 and 8 is a solitary page, though 100, 101, 222, and 223 are four (4) distinct pages. Along these lines in this circumstance, the kid detaches a sum of 5 pages.