what is -1/3 to the fifth?

(-1/3)^5
= (-1)^5 / (3)^5
= -1 / 243

*βω*

(-1/3)^5
= (-1^5)/(3^5)
= -1/243

(-1/3) (-1/3) (-1/3) (-1/3) (-1/3)
(1/9) (1/9) (-1/3)
(1/81) (-1/3)
- 1 / 243

-1/3 x -1/3 x -1/3 x -1/3 x -1/3 =
First of all, the answer is negative. A negative number raised to an even power is positive; a negative number raised to an odd power is negative.
Raise the numerator to the 5th and the denominator to the 5th
1 to the 5th is 1, 3 to the 5th is 243.
The answer is -1/243

plug it into a claculator like this:
(-1/3)^5
then you get this:
0.0041152263