\(\cfrac{1}{4}\div3 = \)

\(\cfrac{1}{2}\div\cfrac{2}{12} = \)

\(\cfrac{5}{6}\div\cfrac{1}{2}\)

\(\cfrac{2}{3}\div4\)

\(\cfrac{1}{2}\div6\)

\(\cfrac{1}{3}\div\cfrac{1}{12}\)

If Jerry runs \(\cfrac{1}{10}\) mile each day, how many days will it take for him to run \(\cfrac{4}{5}\) mile?

Mrs. Jennings has \(\cfrac{3}{4}\) gallon of paint for an art project. She plans to divide the paint equally into jars. If she puts \(\cfrac{1}{8}\) gallon of paint into each jar, how many jars will she use?

If one jar of glue weighs \(\cfrac{1}{12}\) pound, how many jars can Rickie get from \(\cfrac{2}{3}\) pound of glue?

Explain how to use a model to show \(\cfrac{2}{6}\div\cfrac{1}{12}\) and \(\cfrac{2}{6}\div4\).