Multiplying, Fractions
Multiplying Mixed Numbers
Dividing into Whole Numbers
Adding/Subtracting Fractions
Area and Perimeter
100

What is 1/2  x 620?

310

100

2 2/3  x 1/4

8/12

100

6 divided by 8

6/8

100

18  2/3 -  17  4/5

13/15

100

A square has a length of 8 and a width of 8. What is the area? What is the perimeter

A= L x W                    P= L+L+W+W

64= 8 x 8                  32= 8+8+8+8         

200

6/8 x 9/4

54/32   or 1  11/16

200

4 2/5  x 1/6

22/30

200

8 divided by 6

1  1/3

200

17  8/12 -  10  6/10

7  1/15

200

A square has a length of 10. What is the area? What is the perimeter?

A= L x W                    P= L+L+W+W

100= 10 x 10                  40= 10+10+10+10

300

4/5   x  2/17

6/85

300

6  2/7  x 1/8

44/56

300

4 divided by 6

4/6

300

17  2/12 -  6  1/4

10  11/12

300

A rectangle has a length of 10 and a width half of the length. What is the area? What is the perimeter?

A= L x W                    P= L+L+W+W

50= 10 x 5                  30= 10+10+5+5  

400

3/70    x     2/3

6/210 or  1/35

400

7  5/6  x  2/4

94/24   or 3  11/12

400

Noah had been preparing to learn yoga all November. He attempted 12 stretches a day. After a month how many stretches had he done?

If Khierra had done half of the stretches that Noah did within a day for the entire month of November, how many stretches had she done?

Noah=360 (12 x 30=360)

Khierra=180  (1/2 of 360=180)

                    (360 divided by 2=180)

                    (6 x 30= 180)

 

400

14  1/2  + 31   3/8

45  7/8

400

A rectangle has a length of 3 and a width 3 times the length. What is the area? What is the perimeter?

A= L x W                    P= L+L+W+W

27= 3 x 9                 24= 3+3+9+9

500

4/5   x    10/40 

40/200  or 1/5

500

2 2/4  x  3 2/3

6  38/12   or  3 2/12   or 3 1/6

500

The Green family had to make 320 desserts for the church potluck by Saturday. They began on Tuesday making 1/4 of the desserts. How much did they make on Tuesday?

By Thursday they had made 3/4 of the desserts. How many desserts were made by Thursday?

How many more desserts will they have to make on Friday?

On Tuesday they made 80 desserts.  (320 x 1/4=80)

By Thursday they had made 3/4 of the desserts(80 x 3=240)

They have to make 80 more desserts. (240+ m =320)

500

18  4/8  - 9  5/8

8  7/8

500

What would the length and width have to be in order for the perimeter to be greater than the area?

Examples: 

A= L x W                    P= L+L+W+W

1= 1 x 1               4= 1+1+1+1

2= 1 x 2               6= 1+1+2+2

4= 2 x 2               8= 2+2+2+2

6= 2 x 3               10= 2+2+3+3

9= 3 x 3               12= 3+3+3+3

12= 3 x 4              14= 3+3+4+4