Question

Write the expression in radical form. (88c)^2/3

Answer 1

`\sqrt[3]{88c^(2) }`

Explanation:

If we have a term to a fractional power, that’s the same as finding the denominator root of the number - if the numerator of the fraction isn’t 1, then the term itself inside the root sign becomes the term to the numerator power.

So - since the denominator of this fraction is 3, we find the cube root of 88c. Since the numerator is 2, we square 88c.

`\sqrt[3]{88c^(2) }`.

Hope this helped! (By the way, this was my 100th answer!)