Question

Rewrite in simplest radical formForm for question 4 Show each step of your process.

Answer 1

Step 1:

Write the expression

`\frac{x^{(5)/(6)}}{x^{(1)/(6)}}`

Step 2:

Apply the division law of exponent

`M^b\text{ }/ M^h=M^{b-h^{}}`

Step 3:

`\begin{gathered} x^{(5)/(6)}\text{ }/ x^{(1)/(6)}=x^{(5)/(6)-(1)/(6)} \\ \\ =x^{(5-1)/(6)} \\ =x^{(4)/(6)} \\ =x^{(2)/(3)} \\ =\text{ }\sqrt[3]{x^2} \end{gathered}`

Final answer