Given the number of pages in different books as 90, 120, 270, 300, 330, 315, 231, 567, 399, and 525, each book is assigned a code based on a certain o...
Question
Given the number of pages in different books as 90, 120, 270, 300, 330, 315, 231, 567, 399, and 525, each book is assigned a code based on a certain operation (not specified here). These books are then arranged in ascending order of their codes. The first five codes are placed in Store A and the last five in Store B.
Question: Which of the following books has the highest code in Store A?
- (a) 315 pages
- (b) 120 pages
- (c) 399 pages
- (d) 525 pages
- (e) 567 pages