| Algebra Tiles and Figures | Proportions | Solve for x | Graphing | Potpourri |
| 10 | 10 | 10 | 10 | 10 |
| 20 | 20 | 20 | 20 | 20 |
| 30 | 30 | 30 | 30 | 30 |
| 40 | 40 | 40 | 40 | 40 |
| 50 | 50 | 50 | 50 | 50 |
| Final Question | ||||
Write the expression represented below. 
Write the expression represented below.
x+1
Find both the perimeter and the area of the figure below. 
Find both the perimeter and the area of the figure below.
Area: 3x+4; Perimeter: 2y+x
Write both the product and the sum of the rectangle below. 
Write both the product and the sum of the rectangle below.
Product: (x+3)(x+2); Sum: x^2+5x+6
Find the both the perimeter and the area of the figure below. 
Find the both the perimeter and the area of the figure below.
Perimeter: 66 ft; Area: 234 ft^2
Solve the equation below. 
Solve the equation below.
x = 2
13 / 20 = x / 100
13 / 20 = x / 100
x = 65
x - 4 / 12 = 7 / 3
x - 4 / 12 = 7 / 3
x = 32
Jung's car travels 32 miles per gallon of gas. If Jung drives 118 miles, how much gas will be used? (Round your answer to the nearest 10th of a gallon.)
Jung's car travels 32 miles per gallon of gas. If Jung drives 118 miles, how much gas will be used? (Round your answer to the nearest 10th of a gallon.)
3.7 gallons
For every 42 berries Samantha picks, her dog Clepto eats 7 berries. Samantha picked 462 berries last Saturday. How many berries did Clepto eat on Saturday?
For every 42 berries Samantha picks, her dog Clepto eats 7 berries. Samantha picked 462 berries last Saturday. How many berries did Clepto eat on Saturday?
77 berries
Beth's favorite toy is a 4-inch long scale model of a popular convertible. The full-sized convertible is 184 inches long and 74 inches wide. Find the width of Beth's model.
Beth's favorite toy is a 4-inch long scale model of a popular convertible. The full-sized convertible is 184 inches long and 74 inches wide. Find the width of Beth's model.
1.6 inches
3-2x=2x-5
3-2x=2x-5
x = 2
-4+2x+2 = x+1+x
-4+2x+2 = x+1+x
No solutions
6(x+4) = 3(5x+2)
6(x+4) = 3(5x+2)
x = 2
(x+3)(x+4) = (x+1)(x+2)
(x+3)(x+4) = (x+1)(x+2)
x = -5 / 2
5-x(x+3) = -(x+5)(x+1)
5-x(x+3) = -(x+5)(x+1)
x = -10 / 3
Write the equation of the line on the graph below and list the slope and y-intercept. 
Write the equation of the line on the graph below and list the slope and y-intercept.
y=2x+4; m= 2; b= 4
List 4 of the 5 components of a complete graph.
List 4 of the 5 components of a complete graph.
Axis labels, Axis arrows, Scale/Increments, Equation of line/Title, Line arrows
Write the equation of the line on the graph below and list both the x- and y-intercepts. 
Write the equation of the line on the graph below and list both the x- and y-intercepts.
y= 1/3x+3; x-int: -9; y-int: 3
To rent a jet ski at Sam's costs $25 plus $3 per hour. At Claire's, it costs $5 plus $8 per hour. At how many hours will the rental cost at both shops be equal and what will the cost be?
To rent a jet ski at Sam's costs $25 plus $3 per hour. At Claire's, it costs $5 plus $8 per hour. At how many hours will the rental cost at both shops be equal and what will the cost be?
4 hours and $37
Juan thinks that the graph of 6y+12x=4 is a line. Solve Juan's equation for y. Is this equation linear? What are the growth factor and y-intercept of this graph?
Juan thinks that the graph of 6y+12x=4 is a line. Solve Juan's equation for y. Is this equation linear? What are the growth factor and y-intercept of this graph?
y = -2x+2/3; this equation is linear; growth factor: -2, y-intercept: 2/3
Simplify the following expression by combining like terms: 2x + 4y^2 - 6y^2 - 9 + 1 - x + 3x.
Simplify the following expression by combining like terms: 2x + 4y^2 - 6y^2 - 9 + 1 - x + 3x.
-2y^2 + 4x - 8
Solve the following system of equations using any method: 2x-3y = -16 and -4x+2y = -4
Solve the following system of equations using any method: 2x-3y = -16 and -4x+2y = -4
x = 11 / 2; y = 9
Write a rule for the given information. 
Write a rule for the given information.
y = 2x-1
Write and solve a system of equations for the following problem: As treasurer of his school's Robotics Club, Kenny wants to buy gifts for all 18 members. He can buy t-shirts for $9 and sweatshirts for $15. The club has only $180 to spend. If Kenny wants to spend all of the club's money, how many of each type of gift can he buy?
Write and solve a system of equations for the following problem: As treasurer of his school's Robotics Club, Kenny wants to buy gifts for all 18 members. He can buy t-shirts for $9 and sweatshirts for $15. The club has only $180 to spend. If Kenny wants to spend all of the club's money, how many of each type of gift can he buy?
a) 9t+15s=180; t+s=18 b) 3 sweatshirts and 15 t-shirts
Frank weighs 160 pounds and is on a diet to gain two pounds a week so that he can make the football team. John weighs 208 pounds and is on a diet to lose three pounds a week so that he can be on the wrestling team in a lower weight class. If Frank and John can meet these goals with their diets, when will they weigh the same, and how much will they weigh at that time?
Frank weighs 160 pounds and is on a diet to gain two pounds a week so that he can make the football team. John weighs 208 pounds and is on a diet to lose three pounds a week so that he can be on the wrestling team in a lower weight class. If Frank and John can meet these goals with their diets, when will they weigh the same, and how much will they weigh at that time?
After 9.6 weeks the boys will weigh 179.2 pounds.
Anthony has the rules for three lines: A, B, and C. When he solves a system with lines A and B, he gets no solution. When he solves a system with lines B and C, he gets infinite solutions. What solution will he get when he solves a system with lines A and C? Justify your conclusion.
Anthony has the rules for three lines: A, B, and C. When he solves a system with lines A and B, he gets no solution. When he solves a system with lines B and C, he gets infinite solutions. What solution will he get when he solves a system with lines A and C? Justify your conclusion.
He will get no solution since lines A and C are parallel
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