The document discusses dividing fractions. It provides examples of dividing fractions and mixed numbers. It shows the step-by-step process of dividing fractions, which involves flipping the second fraction and changing the division symbol to multiplication. It then works through several examples of dividing fractions and mixed numbers.
5. Dividing with Fractions
Multiply with
fractions
Divide with
fractions
Divide with
fractions and
mixed
numbers
Example
𝟗
𝟏𝟎
÷
𝟏
𝟑
1.Keep the first
2. Flip the second
3. Change the divide to a
multiply
4. Multiply them together
𝟗
𝟏𝟎
𝟗
𝟏𝟎
𝟑
𝟏
𝟐𝟕
𝟏𝟎
𝟗
𝟏𝟎
x
𝟑
𝟏
Multiply
with
fractions
Divide
with
fractions
Divide with
fractions
and mixed
numbers
6. Dividing with Fractions
Multiply with
fractions
Divide with
fractions
Divide with
fractions and
mixed
numbers
a)
3
4
x
1
2
b)
2
7
x
5
9
c)
2
5
x
7
9
d)
8
9
x
3
5
e)
6
7
x
11
12
f)
12
13
x
3
4
g)
7
9
x
11
12
a)
3
4
÷
1
2
b)
3
5
÷
1
7
c)
5
9
÷
2
3
d)
5
12
÷
8
11
e)
1
15
÷
2
5
f)
2
3
÷
1
12
g)
4
5
÷
6
7
a)
7
11
÷ 2
1
2
b) 3
1
4
÷
1
7
c) 1
3
5
÷ 2
1
4
d) 5
1
2
÷ 3
1
7
e) 4
3
5
÷ 2
3
5
f) −2
3
4
÷
6
7
g) 7
3
4
÷ 3
Divide with
fractions
Divide with
fractions and
mixed
numbers
Multiply
with
fractions
Divide
with
fractions
Divide with
fractions
and mixed
numbers
7. Dividing with Fractions
Multiply with
fractions
Divide with
fractions
Divide with
fractions and
mixed
numbers
a)
3
4
x
1
2
b)
2
7
x
5
9
c)
2
5
x
7
9
d)
8
9
x
3
5
e)
6
7
x
11
12
f)
12
13
x
3
4
g)
7
9
x
11
12
a)
3
4
÷
1
2
b)
3
5
÷
1
7
c)
5
9
÷
2
3
d)
5
12
÷
8
11
e)
1
15
÷
2
5
f)
2
3
÷
1
12
g)
4
5
÷
6
7
a)
7
11
÷ 2
1
2
b) 3
1
4
÷
1
7
c) 1
3
5
÷ 2
1
4
d) 5
1
2
÷ 3
1
7
e) 4
3
5
÷ 2
3
5
f) −2
3
4
÷
6
7
g) 7
3
4
÷ 3
a)
3
8
b)
10
63
c)
14
45
d)
8
15
e)
11
14
f)
9
13
g)
77
108
a)
14
55
b)
91
4
c)
32
45
d)
7
4
e)
23
13
f)
77
24
g)
31
3
a)
3
2
b)
21
5
c)
5
6
d)
55
96
e)
1
6
f) 8
g)
14
15
Divide with
fractions
Divide with
fractions and
mixed
numbers
Multiply
with
fractions
Divide
with
fractions
Divide with
fractions
and mixed
numbers
8. emember Understand Apply
nalyze Evaluate Create
What is the
method for
dividing
fractions? Write
it down step by
step.
Why does a
number divided
by a fraction
usually get
larger?
a)
1
2
÷
1
4
b)
1
4
÷
2
5
c)
3
4
÷
1
3
d)
4
5
÷
2
3
Which is
bigger?
1
2
÷
1
3
or
1
3
÷
1
2
show
Use only three
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topic.
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