What is 1/2 x 620?
310
2 2/3 x 1/4
8/12
6 divided by 8
6/8
18 2/3 - 17 4/5
13/15
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
6/8 x 9/4
54/32 or 1 11/16
4 2/5 x 1/6
22/30
8 divided by 6
1 1/3
17 8/12 - 10 6/10
7 1/15
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
4/5 x 2/17
6/85
6 2/7 x 1/8
44/56
4 divided by 6
4/6
17 2/12 - 6 1/4
10 11/12
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
3/70 x 2/3
6/210 or 1/35
7 5/6 x 2/4
94/24 or 3 11/12
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)
14 1/2 + 31 3/8
45 7/8
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
4/5 x 10/40
40/200 or 1/5
2 2/4 x 3 2/3
6 38/12 or 3 2/12 or 3 1/6
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)
18 4/8 - 9 5/8
8 7/8
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