Metric Conversions
Perimeter and area
Distributive Property
Simplifying Expressions
Solving equations
100

2 feet = ? inches

24 inches

100

Find the perimeter of a square with sides of 2 meters.

8 meters

100

2(a + 6)

2a + 12

100

What are the terms in this expression?

y + 8 + (-5y) - 3

y, 8, -5y, -3

100

y + 9 = 0

y = -9

200

What conversion factor would you use to find the number of pints in 3 quarts?  (1 quart = 2 pints)

2 pints / 1 quart

200

Find the area of a rectangle with base of 12 cm and height of 4 cm.

48 cm2

200

-5(2y-3)

-10y + 15

200

What are the coefficients?

3x + 2 - 5x

3, -5

200

-0.6m = -5.1

m = 8.5

300

21 m = ? ft

(1 ft = .3048 m)

68.9 ft ~ 69 ft

300

Find the perimeter of a triangle with sides of: x , 2x , and 5x.

8x units

300

(-2n-3)(-8)

16n + 24

300

Simplify the expression:

-4k -12 +3k

-k -12

300
The sides of a triangle are 22 cm, 13 cm and x cm.  The perimeter of the triangle is 59 cm.  What is the length of x?

24 cm

400

14 in = ? cm

(1 in = 2.54 cm)

35.56 ~ 36 cm

400

Find area of a rectangle with base of 42b and height of 6b.

252b units2

400

a(b+c+d)

ab + ac + ad

400

Simplify the expression:

p + 6 - 6(p-2)

-5p + 18

400

-2.1a = 7.35

-3.5

500

105 lb = ? g

(1 lb = .454 kg; 1000 g = 1 kg)

47,670 g

500

Find area of a triangle with base of 22 inches and height of 3.8 inches.

41.8 in2

500

There are 30 teams in the National Basketball Association (NBA). Each team can have a maximum of 12 healthy players plus 3 players on the injured reserve. Use the distributive property to find the maximum number of players who can be in the NBA.)

450 players

500

You want to stock your aquarium with three types of fish: anglefish (a), swordtails (s), and tetras (t). Each angelfish costs $5 each, each swordtail costs $2, and each tetra costs $3.

Write an expression to demonstrate how to calculate your total cost for your fish.

5a + 2s + 3t = total cost

500

You use an ATM to deposit a check for $122.94 into your savings account. Your receipt shows a balance of $286.59 after the deposit. Show the algebraic expression and find the balance of your savings account before the deposit.

a + 122.94 = 286.59

a = $163.65

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