a) Ta có: 23^35=(...3)^35
=\(\left(\left(...3\right)^4\right)^8\).3^3=(...1)^8.3^3=(...1).(...7)=(...7)
b) 7^35-4^31=\(\left(\left(...7\right)^4\right)^8.7^3-\left(\left(...4\right)^2\right)^{15}.4\)
= (...1).(..3)-(...6).4
=(...3)-(...4)
=(...9)
2335=23.(232)17=23.....917 =23.....9 =......7
735-431=7.(72)17-.....4 =7.....917-.......4=7........9 - ......4=......3-.....4=........9 (giải thích a3-b4 thì tận cùng là 9 khi ả3>b4)
21930.91945=4965.....9=......4......9=.......6