the number of students in 3 sections A,B and C of class 6 in a school are 30,35 and 40. find the minimum number of books required for the class library for equal distribution in section A,B and C.
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Let A = 30 B = 35 C = 40
Assume that all students do not go to class library at the same time. At a time either section A or section B or section c visit the library and read the books.
Find the maximum of A, B and C that is greatest integer of 30, 35 and 40.
largest value is 40.
If 40 books are kept in the library, every student in section A can get one book when section A goes to library. Same way every student in section B gets oone book when sectoion B visits library. Same for section C.
Assume that all students do not go to class library at the same time. At a time either section A or section B or section c visit the library and read the books.
Find the maximum of A, B and C that is greatest integer of 30, 35 and 40.
largest value is 40.
If 40 books are kept in the library, every student in section A can get one book when section A goes to library. Same way every student in section B gets oone book when sectoion B visits library. Same for section C.
Answered by
25
do LCM of the 30,35 and 40
so LCM = 840 books
so LCM = 840 books
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