Question

(32) 3 are Select One Select One Add Subtract Multiply Can you help me? Basically (3^2)^3

Answer 1

The expression is:

`(3^2)^3`

When you raise an exponent to another exponent, such as this case, you need to follow this rule:

`(x^m)^n=x^(m\cdot n)`

The rule is to multiply the two exponents.

Using that rule with the expression we have:

`(3^2)^3=3^(2\cdot3)`

Since 2*3=6:

`(3^2)^3=3^(2\cdot3)=3^6`

The simplified expression is:

`3^6`

If what you need is the numerical value of the expression, the next step will be to multiply 3 by itself the number of times the exponent indicates, in this case, multiply 3 six times by itself:

`3^6=3*3*3*3*3*3`

Solving the multiplications:

`3^6=729`

Answer:

`(3^2)^3=3^6=729`