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The ideas in this fraction lesson are taken from the Fractions 1 ebook sold on this website. Only a few examples of each problem type are shown; you should make more problems of each kind for the student.


Subtracting mixed numbers, part 2
Free lesson plan from HomeschoolMath.net


Example problem types

2.  Rename one whole into parts before subtracting, and then subtract.  See the examples.

a.   5

3

8

- 1

7

8

= 4

11

8

-1

7

8

=

 
b.   9

2

15

- 5

8

15

=
 
c.   7

1

17

- 4

9

17

=
         

2

8

7

g.        3 

1

7

-  

3

7

 

 

 
 

h.        8 

3

14

-  

9

14

 

 

 
 

3.  First find a common denominator, then subtract.  See the examples.

a.    5

3

4

- 1

7

8

= 5

6

8

- 1

7

8

4

14

8

- 1

7

8

= 3

7

8

 
b.   8

9

15

- 5

4

5

=
 
c.   3

2

9

- 1

1

3

=

5

25

15

g.      6 

2

3

 

6 

10

15

-  

4

5

-  

 

15

 
 
 

i.      17 

1

16

 

-  

3

8

 
 
 

j.      5 

1

2

 

-  

4

5

 
 
 

k.      15 

4

8

 

-  

5

6

 
 

4.  Subtract in parts.  See the example.  if need be, convert the fractional parts first into like fractions.  Do the problems in your notebook.

a.   5

2

9

- 2

7

9

= 5

2

9

- 2 -

2

9

-

5

9

= 3 -

5

9

= 2

4

b.   7

8

15

- 4

11

15

 
c.   5

1

11

- 3

9

11

 
d.   4

1

4

- 2

3

4

e.   17

2

7

- 4

5

7

 
f.     5

1

11

- 3

9

11

 
g.   10

1

12

- 4

7

12

5.  Figure out what was crossed out.  You can use the pictures to help you.  You can also draw more pictures to help you in the exercises e-l. 

a.   3 -            = 1

1

4

b.   4 -            = 2

3

5

e.   5 -        = 2

2

3

f.   7 -           = 6

1

5

g.   6 -           = 4

1

6

h.   2 -           = 1

1

9

 
6. a)  Sally needs 3 1/4 feet of material to make a shirt, and 4 1/2 feet to make a skirt.  How much material should she buy (in WHOLE feet)?     

b)  Betty needs 3 1/4 feet of material to make a shirt.  She has one piece of material that is 5 1/2 feet and another piece that is 4 1/2 feet.  She sews two shirts, one from each piece.  If she then sews together the remaining parts, will she have enough for a third shirt?

c)  Hal wants to make a picture frame out of wood.  He has a 24-inch piece of wood.  The picture frame is 2 3/4 inches wide, and 4 1/4 inches high.  How big a piece of wood will Hal have left after he finishes?

d)  Lily makes a cover for her notebook out of material.  She measured her notebook, and it was 3 1/4 inch wide and 6 1/8 inch long.  She will use a rectangular piece of material, and she needs 1/2 inch overlap on each side.  The cover needs to cover both the front and the back of her notebook.  What size rectangle should she cut?  Make a picture of the situation.

 

Next lesson: part of whole group revisited


The ideas in this fraction lesson are taken from the Fractions 1 ebook sold on this website. Only a few examples of each problem type are shown; you should make more problems of each kind for the student.

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