# CONVERTING RATIONAL EXPONENTS TO RADICALS

## Conversion Between Exponential and Radical

Write each expression in radical form.

Problem 1 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

Problem 2 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

Problem 3 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

Problem 4 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

Problem 5 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

Problem 6 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

Problem 7 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

Problem 8 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

Problem 9 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

Problem 10 :

Solution :

We can write the fractional power as product of integer and fraction.

So, we get

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