'Like terms' diaporamas de présentation

Hawkes Learning Systems: College Algebra

Hawkes Learning Systems: College Algebra. Section 1.5: Polynomials and Factoring. Objectives:. The terminology of polynomial expressions The algebra of polynomials Common factoring methods. The Terminology of Polynomial Expressions.

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Algebra

Algebra. Next Steps. Multiples of a Single Variable Example 1 : Twice Something plus eight equals fourteen. We need to get the by itself on one side of the equation. What is stopping the being by itself at the moment?.

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Simplifying

Simplifying. Radical Expressions. When simplifying a radical expression, find the factors that are to the n th powers of the radicand and then use the Product Property of Radicals. What is the Product Property of Radicals???. For any real numbers a and b, and any integer n , n> 1,

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Simplifying Polynomials

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Simplifying Polynomials

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Warm-Up

Warm-Up. 1.) Ramon has a 3 in. by 5 in. photo. He wants to enlarge both dimensions by the same amount. If x represents the amount of increase, the new dimensions can be written as (3 + x) in. and (5 + x) in. Which expression represents the perimeter of the enlarged photo: (3+x) + (5+x)

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Solving Multi-Step Equations

Solving Multi-Step Equations. Day One Ms. Turk, Algebra I Unit 2-3. 2n - 3n -4 + 3b + 2 + 5b 9(w - 5) -10(b - 12) 3(-x + 4) 5(6 - x). = -n = 8b - 2 = 9w - 45 = -10b + 120 = -3x + 12 = 30 - 5x. Check your skills!. Where are the like terms? Subtract 8 from both sides.

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Bell Quiz

Bell Quiz. 9.1 Adding and Subtracting Polynomials. You will review what polynomials are You will learn how to add and subtract polynomials Page 31 in the workbook. Polynomial:. An algebraic expression made up of terms. This polynomial has three terms Terms are separated by

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6.1 Review of the Rules for Exponents

6.1 Review of the Rules for Exponents. Product rule for exponents: Power Rule (a) for exponents: Power Rule (b) for exponents: Power Rule (c) for exponents:. 6.1 Review of the Rules for Exponents. Changing from negative to positive exponents: Quotient rule for exponents:.

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Elimination Using Addition and Subtraction

Elimination Using Addition and Subtraction. Zero pair. Elimination. We can apply the idea of a zero pair to systems of equations so that one of the variables can be eliminated. Look at the following system of equations. What do you observe?.

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Writing and Simplifying Algebraic Expressions

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Factoring Quadratic Expressions ax 2 + bx + c

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Math Pacing

Multiplying a Polynomial by a Monomial. Math Pacing. Multiplying a Polynomial by a Monomial. To find the area of this group of tiles, you could multiply the length times the width:. We already know by counting the tiles that the area of the rectangle is:.

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How Do We Multiply Radical Expressions?

How Do We Multiply Radical Expressions?. 1. 2. How Do We Multiply Radical Expressions?. Do Now:. You can add or subtract radicals like monomials. You can also simplify radicals by using the FOIL method of multiplying binomials. Let us try one.

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Pythagorean Theorem Notes Absent Copy 5/19

Pythagorean Theorem Notes Absent Copy 5/19. Pythagorean Theorem a 2 + b 2 = c 2 Leg + Leg = Hypotenuse ( longest side ) . Leg called A or B. Leg called C or Hypotenuse. Leg called A or B. Example 1. Use the Pythagorean theorem to find the missing side.

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Algebra

Algebra. Expanding Brackets . Algebra. So far we have looked at simplifying expressions like 3x + 2y + 2x + 4y c ollecting the like terms to make 5x + 6y. Algebra. The next stage we need to deal with is an expression where brackets are involved, for example: 2 ( 5 x + 3y).

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Adding Linear Expressions

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Objective 18 Combine like terms

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