The document shows steps to simplify fractions by finding a common denominator and multiplying the numerators. It provides examples such as simplifying 8/34 by finding the lowest common denominator of 34 and 8, which is 8. Then it multiplies the numerator 4 by 3 to get the simplified fraction of 6/8. It demonstrates this process on additional examples of simplifying fractions.

1. 3
4
2
5
3
8
2
9
1
7

2. 3
4
3
8
- = n

4. 3
4
3
8
- = n
4 8
2 4
2
2
1 2

5. 6
8
3
4
3
8
- = n
3
4

6. 6
8
3
4
3
4
6
8
8
3
4
=
8 is the LCD, so 8 will be the
denominator to get the
numerator, 8÷4 = 2, then
2 x 3 = 6
6

7. 3
4
3
8
- = n
6
8
3
4 = 6
8
3
8
- = n
6
8
3
8
- = 3
8

8. 1 15
2
5
2
6
- = n
5 6

9. 9
10
2
5
- = n
2
7
5
14
- = n
2
3
3
7
- = n