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copyright©amberpasillas2010
If I have one-half of a one-fourth piece, how
much will I have compared to a whole
square?
copyright©amberpasillas2010
If I have three-fifths of a three-fourths piece, how much will I have compared to a whole
square?
copyright©amberpasillas2010
If I have one-half of a two thirds piece, how
much will I have compared to a whole
square?
copyright©amberpasillas2010
Multiplying Fractions Model3 3Model .4 5
34
35
9 out of 20 boxes shaded
920
Check! 3 34 5
920
copyright©amberpasillas2010
Area Model for Multiplication2 1Model .3 4
23
14
2 out of 12 boxes shaded
212
16
Check! 2 13 4
212
16
22
22
copyright©amberpasillas2010
You are going to get a new study guide titled MULTIPLY FRACTIONS MODEL
You can use this on your test!
Take a look at the 1st example!
copyright©amberpasillas2010
If I have one-third of a one-half piece, how much will I have compared to a whole square?
Draw one-third (horizontal)
Draw one-half (vertical)
1
3
1
2
What is 1/3 of ½? Draw a picture.
copyright©amberpasillas2010
If I have one-third of a one-half piece, how much will I have compared to a whole square?
Draw one-third (horizontal)
Draw one-half (vertical)
1
3
1
2
What is 1/3 of ½? Draw a picture.
copyright©amberpasillas2010
If I have one-third of a one-half piece, how much will I have compared to a whole square?
Draw one-third (horizontal)
Draw one-half (vertical)
1
3
1
2
What is 1/3 of ½? Draw a picture. NOW TRY EXAMPLE#2 We will do
this together. Watch as I show you
how to do it.
1 1
3 2
1
6
1
6
copyright©amberpasillas2010
Try example # 2 on the front right side.3 2
4 3
hor3
Dra izow 4
ntal v2
D erraw 3
tical
Now put them both together on one drawing.
What did you get? 6
12
6
6
1
2
copyright©amberpasillas2010
Follow the examples shown to solve each fraction
problem. Draw a picture, label it, and circle your
answer.
copyright©amberpasillas2010
1) Two-thirds times one-fourth?2 1Model .3 4
23
14
212
16
2
2
Try the rest of your study guide.
I will ask for volunteers in about 5 minutes.
copyright©amberpasillas2010
Study Guide ANSWERS3 1
2)4 3
3
12
3
3
1
4
4 33)
5 4
12
20
4
4
3
5
2 14)
3 5
2
15
copyright©amberpasillas2010
Multiplying Fractions
2 43 5
2 43 5
815
7 31 4
7 31 4
214
374
154
1 512 8
3 52 8
3 52 8
1516
copyright©amberpasillas2010
–18 6=
–2(9) 3(2)
Simplify.
–3=
Multiply numerators.
Multiply denominators.
1 2
2 3
–
Multiplying Fractions
4 Write4 as an improper fraction.12
copyright©amberpasillas2010
Cross Canceling
5 96 10
4560
34
Cross-Canceling - Reducing before you multiply.
5 96 10
2
1
2
33 4
1515
3
5
copyright©amberpasillas2010
Cross Canceling
3 161) 8 27
9
1
1
22 9
7 53) 8 21
3
15
24
1 12) 2 34 3
1
3
2
5152
9 104 3
172
1 14) 2 13 14
1
552
7 153 14
122
2
1
8
3
2
3
7
3
7
copyright©amberpasillas2010
Draw one-third (horizontal)
Draw negative one-half (vertical)
1
3-1 2
What is of ? Draw a picture (overlay them).
#14
1 1
3 2
1
3
1
2
1
6
1 3
1
2
1
6
+ • – = –
copyright©amberpasillas2010
Multiply
43
72 = 28
6
6)284
244
= 234
You do NOT need common denominators Multiply the numerators and denominators straight across.
#15
Change the improper fraction to a mixed number4
6÷
÷22
Reduce!
4 46
7 4
2 3
copyright©amberpasillas2010
3 21) 5 7
42) 105
1 23) 2 13 5
635
10 41 5
405
8
7 73 5
4915
4315
Multiplying Fractions
copyright©amberpasillas2010
4 54) of 7 9
1 35) of 22 5
2063
1 132 5
1310
3110
4 57 9
1 322 5
Multiplying Fractions