a bookshelf contains 100 books of five different languages. If there are x latin books , y greek books and z English books. How many books are there of other languages?
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100-(x+y+z)=books of other languages
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number of books in the shelf is 100
and there are 5 different languages books
so,there are 20 book s of each language
therefore there are 20 books of Latin,20 books of greek and 20 of english
therefore 20+20+20 is 60 and total number of books are 100
so, 100 - 60 and the final answer is 40 books are left
it is not specified that there are 20 books of each language
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