7
Station A: Solving Equations Solve each equation. 1. 4x – 3 = 13 4x – 3 = 13 + 6x 2. 3.

Station A: Solving Equations Solve each equation. 1. 4x – 3 = 13 4x – 3 = 13 + 6x 2. 3

Embed Size (px)

Citation preview

Page 1: Station A: Solving Equations Solve each equation. 1. 4x – 3 = 13 4x – 3 = 13 + 6x 2. 3

Station A: Solving Equations

Solve each equation.

1. 4x – 3 = 13

4x – 3 = 13 + 6x

2.

3.

Page 2: Station A: Solving Equations Solve each equation. 1. 4x – 3 = 13 4x – 3 = 13 + 6x 2. 3

Station A: Writing Linear Equations

3.Only ¾ of the tomato seeds that I plant will grow. But I also bought 4 full grown plants. By July I have 22 full grown tomato plants. How many seeds did I plant?

2.One number is 10 more than another. The sum of twice the smaller plus three times the larger, is 55. What are the two numbers?

1.Jane spent $42 dollars for shoes . This was$14 less than twice what she spent for a book.How much was the book?

4. Divide $80 among three people so that the second will have twice as much as the first, and the third will have $5 less than the second. How much money does each person have?

Page 3: Station A: Solving Equations Solve each equation. 1. 4x – 3 = 13 4x – 3 = 13 + 6x 2. 3

4. Write an equation for the line through the points (3,3) and (5, 9)

3. Write in slope intercept form and graph the equation:

8x + 4y = 24

2. Graph each equation:

a. y = -3x + 1

b. y = 1 x – 3 4

Station B: Graphing Linear Functions

1. Find the slope of the line through the points (4, -2) and (-3, 5)

Page 4: Station A: Solving Equations Solve each equation. 1. 4x – 3 = 13 4x – 3 = 13 + 6x 2. 3

1. How many solutions does each systemhave? (one solution, no solutions, or many solutions)

2. Solve with substitution:

3x + 2y = 14x = 2y - 6

Station C. SYSTEMS OF EQUATIONS

3. Solve with elimination:

a. 5x – 4y = 182x + 4y

= -4

4. Write and solve::

There are 15 vehicles available to be rented. Some are cars and some are vans.Cars can hold 4 people and vans can hold6 people. There are 70 people that needto be transported. How many of each type of vehicle should be rented?

:

b. 3x + 2y = 162x + 4y = 12

Page 5: Station A: Solving Equations Solve each equation. 1. 4x – 3 = 13 4x – 3 = 13 + 6x 2. 3

1. Simplify:

4. Simplify:

2. Simplify:

Station D: PROPERTIES OF EXPONENTS

3. Simplify:

a. (-4ab4)(-5a5b2)

b. (2x2) (x3)3

Page 6: Station A: Solving Equations Solve each equation. 1. 4x – 3 = 13 4x – 3 = 13 + 6x 2. 3

SIMPLIFY: 1

SIMPLIFY: 4SIMPLIFY: 3

SIMPLIFY: 2

Station E: Radicals

Page 7: Station A: Solving Equations Solve each equation. 1. 4x – 3 = 13 4x – 3 = 13 + 6x 2. 3

Solve by Graphing:

Solve by Quadratic Formula:Solve by Completing the Square:

Solve by Factoring:

axis of symmetry: ____

vertex: _____

y-intercept: ______

2. x2 – x – 12 = 0

3. y = x2 + 4x - 6 4. 2x2 – 17x + 8 = 0

1. y = 3x2 + 6x – 2

Station F: Quadratic Functions