Multi-step Equation
Multi-step Inequalities
Creating Equations
Consecutive Numbers
Literal Equations
100

Solve the equation. 

7(g+3)-9=19

g = 1

100

What is the difference between less than and less than or equal to?

less than or equal includes the number while less than does not. 

100

The product of a number and 3.

3x

100

    Find    three    consecutive    integers    whose    sum    is    126

41, 42, 43

100

What is a literal equation?

Formula with variables and few numbers.

200

(2x + 5) / 3 = 13

x = 17

200

Solve the inequality below.  


15 -2x <7x-12

x = 3

200

Six times the sum of a number and 3 is 12. Write an equation.

6(x+3) = 12

200

The sum of three consecutive even integers is negative forty-eight. Find the smallest integer.

-18

200

Solve for r:

I = prt

r = I/pt

300

Solve the equation. 

11w+2(3w-1)=15w

w = 1

300

Solve the inequality below.

1/4(8-16x)>-14

x< 4

300

Three less than 5 times Wanda’s age is the same as 3 times her age increased by 37. Write the equation.

5w - 3 = 3w + 37

300

Find    two    consecutive    ODD    integers    whose    sum    is 56.    

27 and 29

300

Solve  z=(x-y)/3 for x.

x = 3z + y

400

Solve the equation. 

 3x - 13(6x-12)=23

x = 1.77

400

Solve and graph. 3t – 12 ≤ –9

 t ≤ 1

400

Six times the sum of a number and 3 is 12 less than 12 times the number. Write an equation.

6( x+3 ) = 12x - 12

400

Five times the smallest of three consecutive odd integers is seven more than twice the largest. Find the largest integer.

9

400

Which equation finds R?

P=I2R

R = p/ I2

500

Solve the equation. 

-16 - 4x=6(1+3x)

x = -1

500

Solve: (4x+6)/ 7 < 2

x < 2

500

The Interact club has a budget of $120 for the spring dance.  They have already spent $55.  Some members want to buy helium balloons that cost $0.30 each. Write an inequality to model the number of balloons the Interact Club could buy.

55 + .30b = 120

500

Find three consecutive even integers such that the sum of the smallest and twice the second is 20 more than the third.

10, 12, 14

500

Solve 

(y-y1)=m(x-x1) for m

m = (y-y1) / (x-x1)

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