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Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up page. You have 10 minutes to complete the problems. 13.) a. 8 years; b. $52,000 14.) a. 6 months; b. 128 stamps 1.) 28 ft 2.) 7 days 3.) 16 hrs 4.) 20 months 5.) B 6.) G 7.) C
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Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Jan 04, 2016

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Page 1: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Warm-up: From your Workbook.p. 57 (13 – 14) AND p.58 (1 – 7)

You may work out the problems in your workbook, but write the final answer on your warm-up page. You have 10 minutes to complete the

problems.

13.) a. 8 years; b. $52,00014.) a. 6 months; b. 128 stamps

1.) 28 ft2.) 7 days3.) 16 hrs4.) 20 months5.) B6.) G7.) C

Page 2: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Homework Review

Workbook pp. 49 – 50

Reflect 1a. No, you can simplify the right side of the equation by subtracting 18 – 7 = 11

Reflect 2a. Yes, you could divide both sides by 2 and get x – 6 = -9 which has the same solution, x = -3. It makes sense to do this whenever the number being distributed divides evenly into all other terms. It does not make sense if the number being distributed does not divide evenly inot all the other terms as this will lead to fractions appearingin the equation.

Practice 1: Distributive property; Subtraction Property of Equality; Inverse Property of Addition; Simplify; Division Property of Equality; Simplify.Practice 2: Subtraction Property of Equality; Mult Prop of EqualityPractice 3: Distributive Property; Subtraction Property of Equality; Division Property of Equality

Page 3: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

What are Literal Equation?

Literal equations are equations involving two or more

variables. They are solved using inverse operations

and properties of equality just as other algebraic

equations are solved.

Page 4: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Example: One-Step Literal Equations

Solve for A: Solve for Z:

AX = C Y + Z = -8

Solve for H: Solve for RV = LWH C = 2R

Page 5: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Two-Step Literal Equations:

Solve for Y: Solve for L:

7X + 14Y = -21 P = 2W + 2L

Solve for B: Solve for Y:5A + 9 = 2A – 3B 3X – 4Y = 10X + 14Z

LecturePLUS Timberlake 5

Page 6: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Multi-Step Literal Equations

Page 7: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Post-It Check

Solve for Y: Solve for W:3X + 4Y = 12 –3(4T – W) = 4T

Page 8: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Classwork:

Workbook p. 65 – 66: Silently

If we complete this classwork successfully, we will play Password with the properties of equality.

Page 9: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Assessment Check

Write your name on a piece of paper. You will complete the following questions on your own.

LecturePLUS Timberlake 9

1.) Solve for C: P = R – C

2.) Solve for Y: 2X + 7Y = 14

3.) Solve for m:

Page 10: Warm-up: From your Workbook. p. 57 (13 – 14) AND p.58 (1 – 7) You may work out the problems in your workbook, but write the final answer on your warm-up.

Closing & Homework:

Closing: 1. Write your own literal equation and solve it. Justify your

steps.2. How is solving literal equations similar and different to how

we previously solved equations involving one variable?Homework: Textbook p. 80 (14 – 34) EVEN