1 . what is the remainder when 128^500 is divided by 153?
I understood till
Euler number of 153 is 96 so the number reduces to 128^20
153 = 17 * 9
Now he says..
17 leaves a remainder of 16 and 9 leaves a remainder of 4
17A+16= 9B + 4
How exactly did he come to that conclusion ??
2.(36^41) mod 7 = 1 ?? how
(36^41) mod 11 = 3 ?? how again
i understand mod is %.. but am unable to work it out
please help !
I understood till
Euler number of 153 is 96 so the number reduces to 128^20
153 = 17 * 9
Now he says..
17 leaves a remainder of 16 and 9 leaves a remainder of 4
17A+16= 9B + 4
How exactly did he come to that conclusion ??
2.(36^41) mod 7 = 1 ?? how
(36^41) mod 11 = 3 ?? how again
i understand mod is %.. but am unable to work it out
please help !












