A shopkeeper has $ 10 $ copies each of nine different books, then the number of ways in which atleast one book can be selected is

Question

A shopkeeper has $ 10 $ copies each of nine different books, then the number of ways in which atleast one book can be selected is, $ 9^{11}-1 $, $ 10^{10}-1 $, $ 11^{9}-1 $, $ 10^{9} $

MARKS App · Accepted Answer

B 1 ︸ 10 B 2 ︸ 10 B 3 ︸ 10 … … .. B 9 ︸ 10 1 s t kind of book can be selected in 10 + 1 ways. Similarly each kind of book can be selected in 10 + 1 ways. So, selection of atleast one book = 10 + 1 10 + 1 … … … . . 10 + 1 9 t i m e s - 1 = 11 9 - 1

Search any question & find its solution

Looking for more such questions to practice?