Other
Government Jobs Exams
Numerical Ability
Log and Antilog
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
Read Solution (Total 1)
-
- 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 - 8 years agoHelpfull: Yes(0) No(0)
Other Other Question
What comes next in the sequence
2.2, 5.5, 8, 36, 40.5, 263.25
a) 273.05
b) 276.25
c) 266.55
d) 269.75
e) 305.5
3, 1, 13, 11, 31, 29,________ a) 51 b) 63 c) 61 d) 57