Solving Equations (Distributive Property)
Solving Equations
Geometry
Exponents
100

Distribute

3(4x + 2) 

What is:

12x + 6

100

True or False, m = -1. 

3𝑚 + 5 = 8

What is: 

False, m = 1

100

What is the difference between a parallelogram and a trapezoid?

Trapezoid only has 1 set of parallel sides while the parallelogram has 2.

100

What is any number raised to the 0 power equal to?

    (example) 90

1

200

 (2 - 4m)(-7)

-14 + 28m

200

A family goes to the movies on Friday and spends $71. Tickets cost $11 and there is a parking fee of $5. The equation 5 +11x = 71 represents this context. 

What does the variable x represent?

x = # of tickets

200

Identify two different formulas for the circumference of a circle.

C = 2r*pi

C = d * pi

200

Solve.

29 * 2x = 214 

x = 15

300

Solve the equation:

4(0.5𝑝 + 1.5) = 12

What is:

p = 3

300

Modeling Equations

Create an equation that represents the following expression and then solve it.

Harvey's age doubled is 6

2a = 6

a = 3

300

Given the circumference, 25.12 in, determine the radius.

r = 4 in

300

[(2) 5 ] 2

What is: 210

400

Solve.

2.5 = 0.25(z - 8)

What is:

z = 18

400

A taxi charges $1.75 plus a fee of $0.75 per mile traveled. The cost of your trip was $14.50. 

The equation $1.75 + $0.75𝑥 = $14.50 can be used to represent the situation. Solve.

𝑥 = 17

400

The circumference of a circle with a radius 8.25 in is 51.81 in2.

51.81 in  

400

Solve.

(-9)8/(-9)2

96

500

Solve.

18 = 0.75(36.4 - n)

What is:

n = 12.4

500

Solve.

9.2 = 6.1 + ℎ/6

18.6 = ℎ

500

Given the diameter, 76.1 in, the area is 38.052*pi. 

True

500

Solve for z.

(4* 45)2 = 416

z = 3

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