Entering Fractions, Reduced Fractions, and Mixed Numbers

This question asks for a fraction, a reduced fraction, and a mixed number.

Enter fractions like 2/3 for $\displaystyle \frac{{2}}{{3}}$. For this type, the fraction does not need to be reduced, so $\displaystyle \frac{{2}}{{4}}$ is considered the same as $\displaystyle \frac{{1}}{{2}}$.

For a reduced fraction answer, be sure to reduce your fraction to lowest terms. If $\displaystyle \frac{{1}}{{2}}$ is the correct answer, $\displaystyle \frac{{2}}{{4}}$ is not reduced, and would be marked wrong.

For both fraction and reduced fraction type problems, improper fractions are OK, like $\displaystyle \frac{{10}}{{3}}$, but mixed numbers will not be accepted.

For a mixed number problem, enter your answer like 5 1/3 for $\displaystyle {5}\frac{{1}}{{3}}$. Improper fractions will not be accepted. Also, be sure to reduce the fractional portion of the mixed number to lowest terms.

Try it here. Use the Preview button to see how the computer is interpreting what you typed.

A) Enter $\displaystyle \frac{{15}}{{30}}$: Preview Question 6 Part 1 of 3   (Does NOT have to be reduced to lowest terms)

B) Enter $\displaystyle \frac{{5}}{{25}}$ in reduced form: Preview Question 6 Part 2 of 3   (MUST be reduced to lowest terms)

C) Enter $\displaystyle {15}+\frac{{19}}{{25}}$: Preview Question 6 Part 3 of 3   as a mixed number. (Make sure you reduce, if necessary.)