Label the ruler.
| 0 | 116 | 18 | 316 | 14 | 516 | 38 | 716 | 12 | 916 | 58 | 1116 | 34 | 1316 | 78 | 1516 | 1 |
1 Use your ruler to measure each line to the nearest inch. 16 *Measurements may be slightly off due to variations in printers*
3 3 in. 8
1 Use your ruler to measure each line to the nearest inch. 16
1 3 in. 4
9 5 in. 16
Use your ruler to draw a line to these lengths. *Check student lines*
11 2 16
3 6 8
Multiplying Fractions
To multiply fractions: • Multiply straight across • No common denominators needed • Simplify
Multiply.
3 7 3 × 7 21 21 ÷21 1 × = = = =

x = = = 11 2 22 11 ÷2 11
Multiply. 2 5 1 2 9 3 × = x = 5 8 4 3 10 5
3 8 1 3 8 × = x =1 4 12 2 4 6
Simplify before you multiply, if possible, through cancellation. This allows us to avoid multiplying large numbers.
To cancel before multiplying fractions: • Identify the GCF for a numerator and a denominator • Divide by the GCF • Repeat if able • Multiply straight across
Multiply using cancellation.

x = = x = =
3 2 3 8 6 4 x = x = 4 5 10 9 28 21
9 16 1 2 5 9 3 x = x x = 16 54 6 3 10 25 25
Quick Review
Sarah began reading her new book at 5:45 p.m. and finished at 10:02 p.m. How long did it take her to read the book? If Sarah must go to bed at 11:35 p.m., how much free time does she have before bed?
10:02 - 5:45 = 4:17 11:35 - 10:02 = 1:33
explain how knowing the divisibility rules can help when multiplying fractions. Suggested Answer: Knowing divisibility rules lets you simplify fractions before multiplying, making calculations smaller and faster. Instead of multiplying large numbers and reducing at the end, you can use cancellation, so you multiply with much simpler numbers.
| Work-text | Lesson 56 | Lesson 57 | Lesson 58 | Lesson 59 | Lesson 60 |
|---|---|---|---|---|---|
| Speed drill | 56 | 57 | 58 | 60 |
| Term | Meaning |
|---|---|
| multiplying fractions | To multiply fractions: |