If below equations are true,
24 % 6 = 64
35 % 5 = 87
63 % 7 = 99
Then based on similar logic what's the value of below equation
88 % 8 = ?
If below equations are true,
24 % 6 = 64
35 % 5 = 87
63 % 7 = 99
Then based on similar logic what's the value of below equation
88 % 8 = ?
Next would be -
1611
First digit/digits is/are sum of two digits of first number and the next digit/digits is/are division of first and the second.
8+8 = 16
88/8 = 11
Hence, 1611
Others -
24 % 6 = 64 $\rightarrow$ 2+4,24/6 $\rightarrow$ 64
35 % 5 = 87 $\rightarrow$ 3+5,35/5 $\rightarrow$ 87
63 % 7 = 99 $\rightarrow$ 6+3,63/7 $\rightarrow$ 99
Alternatively, it could be
171
If you instead look at operator as functioning thusly: (sum of the digits of the first number)*10 + (first number divided by the second number)
For example:
24 % 6 = (2 + 4)*10 + (24/6) = 64
35 % 5 = (3 + 5)*10 + (35/5) = 87
88 % 8 = (8 + 8)*10 + (88/8) = 171
Without an extra example, I'm afraid this puzzle might be a little ambiguous.