Perimeter and Area
Solving Equations with Variables on both sides
1-Step inequalities
Solving Inequalities with Variables on both sides
Random
100

A square has a length of 12ft. What is the area and perimeter? Remember to label.

p = 48ft

a = 144ft2

100

2x + 3 = x

x = -1

100

13 + x < 4

x < -9

100

3x + 2 + 5(x - 1) = 8x + 17

no solution

100

Find the better buy:

20 packages of goldfish for 9.80 (20 ounces)

1 bag of goldfish for 2.46 (6 ounces)

packages: 0.49 per ounce

bag: 0.41 per ounce

200

A rectangle has a length of 5ft and a width of 15ft. Find the area and perimeter (remember to label)

a = 75ft2

p = 40ft

200

5b - 4b = 6b - 10

b = 2

200

(2/3)x > 4; solve the equation and tell three numbers x could equal

x > 6

200

10z + 4 = 2(3z + 8) - 12

z = 0

200

Solve for x

3/7 = x/147

x = 63

300

A triangle has a base of 8in, a slant of 12in and a height of 9in. Find the area and perimeter. Remember to label.

p=29in

a=72 in2

300

4(x - 3) + 4 = 2(6 + 2x) - 4

no solution

300

7c < 35; solve for c and give 3 examples of what c could equal

c < 5

300

3y - 6 > 4(y - 3)

6 > y

300

Change from a mixed to a percent and decimal:

1 3/4

1.75 and 175%

400

The area of a rectangle is 132in2. The length is one more than the width. Find the length and width of the rectangle. Remember to label

Length = 12in

Width = 11in

400

7 + 3(y + 9) - 4 = 5(y + 6) - 2y

All real numbers

400

-(x/4) > 3; solve for x and give 3 examples of what it could equal

x < -12

400

6n - 18 > 4(n + 2)

n > 13

400

Change from a percent to a decimal and simplified fraction

18.4%

decimal = 0.184

fraction = 23/125

500

The area of a triangle is 144ft2. The height is twice the base. Find the base and height. Remember to label.

Base = 12ft

Height = 24ft

500

The length of a shape is 2x + 10 and the width is x. The perimeter is 35 + x. Write an equation then find the value of x and the area.

35 + x = 2x + 10 + 2x + 10 + x + x

x = 3

a = 78

500

-66 < -11m; solve for m and give 3 examples of what m could equal

6 > m

500

p > 2/3(3p - 9)

p < 6

500

Find the percent change:

original = 16 pounds

new = 5 pounds

68.75%

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