Warm Up 10/28/13 1. -2 – 5 – (4) 2. 3 – 7 – (-6) 3. -12 – (-10) – (-8)

Slides:



Advertisements
Similar presentations
Warm up Simplify
Advertisements

Math Pacing Multiplying a Polynomial by a Monomial.
Distributive Property
WARM UP  Use the Distributive Property to rewrite the expression without parentheses. 1. 5(y - 2) 2. -2(x - 6) 3. -1(1 + s) 4. -2(2 + t) 5. -3(x – 4)
Splash Screen. Then/Now I CAN add, subtract, and multiply radical expressions. Learning Target.
Distributive Property
EXAMPLE 3 Combining Like Terms a. 3x + 4x = (3 + 4)x = 7x b.
1-6 Writing Expressions Objective (things to learn): With this section you will need to learn how to evaluate variable expressions. Terms to Know 1. Variable-is.
Comparing Ratios of Perimeters and Areas Of Similar Figures.
EXAMPLE 2 Rewrite a formula with three variables SOLUTION Solve the formula for w. STEP 1 P = 2l + 2w P – 2l = 2w P – 2l 2 = w Write perimeter formula.
Simplify: Warm Up. Multiplying Binomials Section 8.3 B.
Distribute and Combine Like Terms Applications. What is the area of the following shape? 5 2x-3 1.
Warm Up Evaluate Simplify  (53)
Algebra 3 Lesson 2.1 Objective: SSBAT multiply polynomial expressions. Standards: M11.D
Section 7.3 Multiply a Monomial by a Polynomial We will be learning how to multiply a monomial (one term) by a polynomial (more than one term.
Algebra Multiplying Polynomials. Learning Targets Language Goal Students should be able to read, write, say, and classify polynomials. Math Goal.
Using Formulas Distributive Property LESSON 41POWER UP IPAGE 296.
Find the total area of the rectangles using two different expressions 5 ft 10 ft+ 4 ft 5 ft.
Warm Up 15x + 3y 3xy –3a – b + 10 Simplify each expression.
Adding and Subtracting Radical Expressions 11-7
Jeopardy Vocab & Evaluating Integers Properties & Random Simplifying Expressions $100 $200 $300 $400 $100 $200 $300 $400 Welcome!
The Distributive Property
CONFIDENTIAL 1 Algebra1 Adding and Subtracting Radical Expressions.
Chapter 1 Section 4 Distributive Property. Symbols: For any numbers a, b, c, a(b + c) = ab + ac and a(b - c) = ab – ac. Numbers: 2(5 + 3) = (2 ∙ 5) +
Write an expression which represents the perimeter of the rectangle?
simplify radical expressions involving addition and subtraction.
Rewrite a formula with three variables
Distributive Property
a(b + c) = ab + ac or a(b - c) = ab - ac Order of Operations
Warm Ups Preview 12-1 Polynomials 12-2 Simplifying Polynomials
Chapter 2 – Properties of Real Numbers
Geometric Model for Distributive Property
Objective The student will be able to:
Sentence to equation Week 18 blog post.
Warm Up 15x + 3y 3xy –3a – b + 10 Simplify each expression.
Algebraic Expressions
Unit 3. Day 1..
a(b + c) = ab + ac Order of Operations Distributive Property 6(3 + 5)
WARM UP If a triangle has equal sides of 10, what is the perimeter of the triangle? If a square has equal sides of 7, what is the perimeter of the square?
Warm Up 15x + 3y 3xy –3a – b + 10 Simplify each expression.
Adding and Subtracting Radical Expressions 11-7
SIMPLIFY THE EXPRESSION
Warm Up 1. 4 – 2x = 14 Solve each equation x is being: Inverse a. a.
King of the Mountain.
I can use the generic rectangle to simplify expressions.
Warm Up Solve each equation
Multiplying and Factoring
Unit 3 Review.
Warm Up 15x + 3y 3xy –3a – b + 10 Simplify each expression.
Adding and Subtracting Radical Expressions 11-7
Evaluating expressions and Properties of operations
Adding and Subtracting Radical Expressions 11-7
Distributive Property
Warm Up 15x + 3y 3xy –3a – b + 10 Simplify each expression.
10/10/ Bell Work Write and answer the following questions.
one of the equations for one of its variables Example: -x + y = 1
a(b + c) = ab + ac Order of Operations Distributive Property 6(3 + 5)
Warm Up 15x + 3y 3xy –3a – b + 10 Simplify each expression.
Adding and Subtracting Radicals
Adding and Subtracting Radical Expressions 11-7
Warm Up Solve each equation 1. 2x + 4 = – 2x = 14.
Polynomials.
Simplify by combining like terms
Warm Up 10/28/13 -2(x – 7) - (x – 4) (4 – x)(-1) 7a(2a – 3)
Warm-Up #9 (Tuesday, 9/22/15)
Adding and Subtracting Radical Expressions 11-7
C. A. Warm Up 9/8/14 Write the question:
Distributive Property
Distributive Property
Substitution 3..
Presentation transcript:

Warm Up 10/28/13 1. -2 – 5 – (4) 2. 3 – 7 – (-6) 3. -12 – (-10) – (-8)

Topic: Distributive property Objective: To use Distributive Property to simplify expressions Standard: 1.1 Question / Key Words Notes or Solutions to Problems

Simplify using the distributive property Examples 6(12 – b) 72 – 6b Question / Key Words Notes or Solutions to Problems Simplify using the distributive property Examples 6(12 – b) 72 – 6b 3) (c + 1)(5) 5c + 5 4) 3(a – 8) 3a – 24

Simplify using the distributive property Examples 5) -2(2x + 4 ) -4x Question / Key Words Notes or Solutions to Problems Simplify using the distributive property Examples 5) -2(2x + 4 ) -4x – 8 6) a(a – 8) a2 – 8a 7) - (x – 2) 1 -x + 2 8) - (-3 – x) 1 3 + x

(16x) (12) Simplify using the distributive property Examples 1 Question / Key Words Notes or Solutions to Problems Simplify using the distributive property Examples 1 1 (16x) 1 (12) 9) (16x + 12 ) 4 + 4 4 1 1 16 12 x + 4 4 4x + 3

(3x) (9) Simplify using the distributive property Examples 1 Question / Key Words Notes or Solutions to Problems Simplify using the distributive property Examples 1 1 (3x) 1 (9) 10) (3x – 9) 3 – 3 3 1 1 3 9 x – 3 3 x – 3

Simplify using the distributive property Examples 1 11) - (6x + 12) Question / Key Words Notes or Solutions to Problems Simplify using the distributive property Examples 1 11) - (6x + 12) -2x – 4 3 1 12) (10x + 25) 2x + 5 5

(10x) (25) Simplify using the distributive property Examples 2 Question / Key Words Notes or Solutions to Problems Simplify using the distributive property Examples 2 2 (10x) 2 (25) 13) (10x + 25) 5 + 5 5 1 1 20 50 x + 5 5 4x + 10

(3x) (9) Simplify using the distributive property Examples 2 Question / Key Words Notes or Solutions to Problems Simplify using the distributive property Examples 2 2 (3x) 2 (9) 13) (3x – 9) 3 – 3 3 1 1 6 18 x – 3 3 2x – 6

5 7 + 3 35 15 5 7 3 5(7) + 5(3) A = l•w = w•l = 5 (7 + 3) = = 35 + 15 Question / Key Words Notes or Solutions to Problems Find the area of a rectangle whose width is 5 and whose length is 7 + 3. 5 7 + 3 5(7) + 5(3) A = l•w = w•l = 5 (7 + 3) = = 35 + 15 = 50 un2 35 15 5 7 3

w l 2w + 9 w (2w + 9) 2) Find an expression for the Question / Key Words Notes or Solutions to Problems 2) Find an expression for the area of a rectangle if its length is 9 more than twice its width. w l = 2w + 9 Area = l•w = w•l w (2w + 9) 2w2 + 9w

w l 2w – 3 w (2w – 3) 3) Find an expression for the Question / Key Words Notes or Solutions to Problems 3) Find an expression for the area of a rectangle if its length is 3 less than twice its width. w l = 2w – 3 Area = l•w = w•l w (2w – 3) 2w2 – 3w

Feedback: Privacy Policy Feedback
Do Not Sell My Personal Information
About project: SlidePlayer Terms of Service

© 2025 SlidePlayer.com. Inc. All rights reserved.