Answer:
x^5 = x^2 * x^3
When there is the same base (which is x) and multiplication is involved, we can add the powers. 2+3=5
1/x can be written as x^-1 as it is the reciprocal of x, which has been flipped upside down
x^-1 = x^2 * x^-3
2 + (-3) = -1, so
1/x = x^2 * x^-3
x^6 = (x^3)^2
Here, you can multiply out the brackets
3×2=6
x^-6 = (x^-2)^3
-2×3=-6
x = x^-2 * x^3
This is because x has a power of 1
-2 + 3 = 1