Exponents, Polynomilits, and Radicals
Identifying true statements about rational and irrational numbers
Check all statements that are true.
\( \square \) since it is a repeating decimal, \( 4.3 \overline{1} \) is irrational.
Since it is a terminating decimal, 15.86 is rational.
Since 49 is a perfect square, \( \sqrt{49} \) is irrational.
Since 6 is not a perfect square, \( \sqrt{6} \) is rational.
Since it is a ratio of two integers, \( \frac{13}{10} \) is rational.
None of the above statements are true.