The number of odd-numbered pages in a book of 365 pages is

The book starts with an odd mumber, which is 1, and the book ends in an odd number, which is 365. This tells us that the number given would be an odd number. What you would do is divide the number of pages by 2, giving us 182 (don't add the decimal). Now, since the number of pages is an odd number (365), we would add 1 more the that number because that number is the start of a new page, so your answer would be 183 :)

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ernikhil ernikhil · Answer 2 · 2021-10-26T05:10:01+02:00

Odd numbers are the numbers in the number line which are not divisible by 2 completely. The number of odd number of pages in the book having 365 pages is 183.

According to the question, the total number of pages in the book is 365.

So, the number of the odd number of pages in the book is given as

[tex]Odd\;Pages=\dfrac{365-1}{2}+1\\Odd\;Pages=\dfrac{364}{2}+1\\Odd\;Pages=182+1\\Odd\;Pages=183[/tex]

Hence, the number of the odd number of pages in the book is 183.

Learn more about odd numbers here:

https://brainly.com/question/20432427