The document provides instructions for multiplying fractions, including proper and improper fractions. It explains that to multiply fractions, one multiplies the numerators and denominators separately. For proper fractions, the answer is then simplified if possible, while for improper fractions the answer is converted to a mixed number by dividing the numerator by the denominator to determine the whole number part. Examples are provided to demonstrate multiplying both proper and improper fractions.

1. Multiplying Fractions By Jayden and Matt

2. How to Multiply Fractions Multiplying Fractions are simple once you get used to it. We are going to use the example to the right. 3 4 5 8 = 15 32 And then Multiply the two bottom numbers together (the denominators) To get this answer. Simplify the answer if you can. x x First, Multiply the two top numbers (the numerators) together, x

3. Multiplying with Improper fractions We are going to use the example to the right. 7 3 x 10 3 To multiply improper fractions, we do the same as multiplying normal fractions. 70 9 = Now we have to turn the answer into a mixed number. So first you find out how many times 9 can go into 70 which is 7. The whole number will be 7. Now since the remaining number is 7, That will be the fraction over 9. 7 7 9 So if we use the same technique the answer will turn out as

4. We would like to thank you for your time and we have made a quiz for you to test your skills all about multiplying both proper and improper fractions. There will also be some equations to test your skills at normal multiplication with fractions. GOOD LUCK!