on dividing a N by 9,remainder is 8. the quotient obtained when divided by 11,leaves remainder 9. now the quotient when divided by 13,leaves remainder 8. find the remainder when when the N is divided by 1287
Choose the correct answer:
A) 871
B) 881
C) 891
D) 904
E) 987
take from the last step division   suppose no. is n which is divided by 13 and remainder 8 = 13n+8   now 13n+8 will be the no. which is divided by 11 and remainder is 9   = [11*(13n+8)]+9   now this no. is used for the very first step which is divider is 9 and remainder is 8   ={9*[11*(13n+8)]+9}+8 solve and ans is 881   ANSWER:881
<result>B</result>
on dividing a N by 9,remainder is 8. the quotient obtained when divided by 11,leaves remainder 9. now the quotient when divided by 13,leaves remainder 8. find the remainder when when the N is divided by 1287