Multiplying Fractions is as Easy as One, Two, Three
 

Here's the Rule...

1. Multiply the numerators.
2. Multiply the denominators.
3. Simplify or reduce the resulting fraction, if possible.

We can illustrate the multiplication problem above by picturing each fraction as part of a whole or unit. With that idea in mind, we can show the fractions 4/5 and 2/3 as...

Like in our example above, we wanted to find 2/3 of 4/5. The "of" in this expression indicates that we are taking a part of something. That's what multiplying fractions is really all about.

When we combine the two diagrams as shown below, the part of the whole that represents multiplying 2/3 x 4/5 is shown in the double-shaded area.

Notice how the Rule for multiplication is "suggested" by the diagram.

By the way...

Did you also notice that the double shaded area is less than both fractions, 2/3 and 4/5? That's because multiplying proper fractions ALWAYS produces a smaller fraction.

Think about that for a moment. When we multiply a fraction by a fraction, aren't we actually taking a "part" of a "part"?

As always, don't forget to reduce or simplify your answer, as needed. 

Remember to present your solution in the form asked for in your instructions.

Okay!

Now is a good time to practice multiplying fractions
with our Fraction Calculator. Click Here!

Best Regards,