I need to prove with induction on n that every natural number with 3^n number of digits, is divided in 3^n. I'm very new in this subject, I don't know even how to start. Thanks for any kind of help
Follow Math Help Forum on Facebook and Google+
Originally Posted by sharon017 n that every natural number with 3^n number of digits, is divided in 3^n. You need to double check your question! 221 has $\displaystyle 3^1$ digits but 221 is not divisible by $\displaystyle 3^1$! So it appears not to be true as posted.
View Tag Cloud