To simplify \( 412412 \), we can express it in standard form or find its prime factorization. However, there isn't much simplification that can be done without additional context since it's simply a number.
If we break it down as is: \( 412412 \) remains \( 412412 \).
Answer for Question 1:
412412
For Question 2, we are looking to rewrite \( \sqrt[20]{5205} \) using rational exponents.
The expression can be rewritten as: \[ \sqrt[20]{5205} = 5205^{1/20} \] So the rational number that could be used as an exponent is \( \frac{1}{20} \).
Answer for Question 2:
The rational number that could be used as an exponent is \( \frac{1}{20} \).
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