What Makes a Number Rational Worksheet with Answer Key

What's on the worksheet

1. Find the integer n that makes each equation true:
   \dfrac{n}{-8} = \dfrac{3}{4}0.35 = \dfrac{n}{60}-\dfrac{5}{6} = \dfrac{20}{n}1\dfrac{2}{5} = \dfrac{n}{-15}-2.25 = \dfrac{-27}{n}
2. Write each number simply and list every set it belongs to:
   \dfrac{18}{-3}\dfrac{-20}{-5}\dfrac{0}{9}−2.50.444…, the 4 repeating forever
3. Name the fraction for point P on a number line cut into sixths.
4. Word problem: books sold at a library sale as a fraction of the table.
5. Find numbers halfway between two rational numbers.
6. Explain what is wrong with Owen's claims about zero in fractions.
7. Decide if statements about rational numbers are always true, with reasons or counterexamples.