Question

Is x^3x^3x^3 equivalent to x^3^3^3

Answer 1

No they aren't equivalent.

Explanation:

x^3x^3x^3=x^3^3^3

`(x)^{3x^{3x^3`=
`x^{3^{3^3`

`x^{3x^(9x)`=
`x^{3^(9)`

`x^{27x^(2) }`=
`x^(27)`

Apply log on both sides

27
`x^(2)`logx=27logx

27
`x^(2)`logx/27logx=1

`x^(2)`=1

This is true if x=1 , -1.

The values are equivalent if x=1 and -1 , otherwise no they aren't equivalent.