Which of the following is an equivalent expression for%C2%A0 512125√3 %C2%A0when simplified using exponent properties?(1 point) Responses 1 1 50 5 superscript 0 baseline 5√5 Start Fraction Start Root 5 End Root over 5 End Fraction 15

Answer 1

To simplify \( 512125\sqrt{3} \) using exponent properties, let's first break it down.

1. Identify components: We can express \( 512125 \) and \( \sqrt{3} \) in a form that uses exponents.

2. Factorize \( 512125 \):

   • Start with the prime factorization or direct simplification if possible. For simplicity, you could use a calculator to find it:
   • \( 512125 = 5^5 \cdot 13 \) (for instance).

3. Express \( \sqrt{3} \):

   • \( \sqrt{3} \) can be expressed as \( 3^{1/2} \).

4. Combine: Now assemble the components:

   • \( 512125\sqrt{3} = (5^5 \cdot 13) \cdot 3^{1/2} = 5^5 \cdot 13 \cdot 3^{1/2} \).

5. Final Form: The final expression can be represented and simplified based on potential responses.

Let’s analyze the given responses one by one if they match any logical simplifications or combinations. However, it seems the options aren't easily readable due to formatting issues.

If you need more clarity or simplifications, please provide the options in a clearer format, so I can help you analyze them correctly!