Find the last digit and last two digits of 3^73

Use the method of binomial theorem

Dear student

Last digit can be found using fact that 3 ^x follows unit digit pattern of 3,9,7,1,3...

Therefore last digit is 3

For second last digit

See that 3^ 73 can be written as

3*( 27^ 24)

Now split 27 as 10+ 17

Now find unit digit of the term with 24c1*10*(17^23)

Using this approach we can find the answer kindly tell if the problem still persists

Regards