3^0 3^1 3^2 3^3 3^4 3^5
1 3 9 27 81 243
If the series of numbers continues, what is the digit in the unit column for 3^10?

Question

3^0	3^1	3^2	3^3	3^4	3^5
1	3	9	27	81	243
If the series of numbers continues, what is the digit in the unit column for 3^10?

anonymous · Answer

Explain this question more, please.
"what is the digit in the unit of column for 3"
This confuses me.

anonymous · Answer

that's what it says. its either 1, 3, 7, or 9.

anonymous · Answer

sorry. hold on

anonymous · Answer

ther ya go, i misread

anonymous · Answer

You can manually calculate $3^{10}.$

However, you can also look at the pattern: $\{1,3,9,7,1,3,\dots\}.$

What do you think comes after $3$ and so forth? Once you get to the tenth digit there, you'll have the answer.

anonymous · Answer

ok,thanks

anonymous · Answer

Actually, disregard the pattern. It doesn't seem to be correct.

anonymous · Answer

That pattern is correct @Limitless.

anonymous · Answer

@Wired, I misunderstood it, then. Could you provide the answer based on that pattern?

anonymous · Answer

0 1
1 3
2 9
3 7
4 1
5 3
6 9
7 7
8 1
9 3

10 9

anonymous · Answer

I forgot which was the zero position...

Nice job. :)