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Dividing Common Fractions


    In order to divide fractions, you will need to turn the second fraction (divisor) upside down, and then convert the problem to a multiplication problem. You may come across a dosage calculation involving the division of one fraction by another fraction.

    Example: Let's take a look at another example!

    Review: Now you try dividing these common fractions!

    Instructions: On a piece of paper or in your head, calculate the following problem. Click on the correct answer below which will allow you to go to the next page.

    1/12 1/4 = ?

    A. 0.22
    B. 0.2
    C. 0.33
    D. 0.3