Finding Remainder of Numbers of the Form a^b
Trending Questions
Q.
Find the value of if the division of by leaves a remainder .
Q.
Which terms could have a greatest common factor of check all that apply.
Q. The remainder when 22003 is divided by 17 is
- 1
- 2
- 8
- 11
Q.
The last three digits in 10! are ______.
800
700
500
600
Q.
The remainder when 1+21+22+23............21999 is divided by 5 is:
0
1
2
3
Q. If the expression ax4+bx3−x2+2x+3 has remainder 4x+3 when divided by x2+x−2, then the value of b−a is
Q. The digit at unit's place in the number (13)1225+(11)1915−(23)1225 is equal to
- 0
- 1
- 2
- 3
Q. If 24n+4−15n−16, n∈N is divided by 225, then the remainder is
- 0
- 224
- 1
- 15
Q.
If 7 divides 323232 then the remainder is
Q.
If 7103 is divided by 25 then the remainder is
Q. If 16902608+26081690 is divided by 7, then the remainder is
- 1
- 0
- 5
- 2
Q. If S=99n+1, n>1, n∈N, then which of the following is/are correct?
- When n is odd, then the last two digits is 00
- When n is odd, then the last two digits is 02
- When n is even, then the last two digits is 02
- When n is even, then the last two digits is 22