Question

This module is intended to help you understand fractional exponents. , On this question page, there is an equation with an input box to complete, followed by a try button. When you press the button, if your answer is correct, another question will appear. This will continue for a series of questions until the final answer area appears.Rewrite the expression below as 19 to a single power: left parenthesis, 19, to the power 4 , right parenthesis, to the power 10(19 4 ) 10

Answer 1

To rewrite the expression \( (19^4)^{10} \) as a single power, you can use the property of exponents that states \( (a^m)^n = a^{m \cdot n} \).

Applying this to your expression:

\[ (19^4)^{10} = 19^{4 \cdot 10} = 19^{40} \]

So, the expression rewritten as a single power is \( 19^{40} \).