BasicMathSkills AddSubtractDecimals InverseOperations
ComplementarySupplementary MultiplyDecimals NumberProperties
item8 Exponents OrderofOperations-GEMA1
VerticalAngles FactorTrees item3a
AreaofPolygons Fractions ProportionsRatios
AreaofParallelogram AddSubtractFractions Quadrilaterals1
AreaofRectangle multiplyfractions1 RationalNumbers
AreaofSquare dividefractions SieveofEratosthenes
AreaofTrapezoid lowesttermsfractions
AreaofTriangle mixednumbers
CirclesandPi Integers ClassNews
Circumference AddSubtractIntegers item24
AreaofCircle MultiplyDivideIntegers item17
Multiplying Fractions

©2009–2016 Sherry Skipper Spurgeon.

All Rights Reserved.

Multiplying fractions is not a difficult concept; in fact, it is much easier than adding fractions! All you do is multiply the numerators and then multiply the denominators! Of course, you then have to remember to reduce the fraction to lowest terms…

There IS a way, however, to make things a bit easier so that you can reduce to lowest terms earlier and I am certain you want to learn the method, right?


Here's our problem.

Step 1: Switch

Re-write the problem but switch the numerators.

The Commutative Property of Multiplication says that you can move the factors around and the product remains the same so go ahead and move them around some.

Step 2: Reduce, if possible

Reduce (simplify), if possible.

multfract3 multfract3a
Step 3: Multiply Across

Multiply the numerators.

Multiply the denominators.

Check to make sure the fraction is in lowest terms.

Note: Some teachers will require improper fractions to be converted to mixed numbers.

Otherwise, that's it! Woo-hoo!

Download a practice page. Multiplying Fractions