Chapter Sections: 10.1.2 Topic: Simplify Polynomials. Vocabulary: Multiply fractions: multiply the tops then multiply the bottoms.

Slides:



Advertisements
Similar presentations
Complex Rational Expressions
Advertisements

Standard 10 add, subtract, multiply, and divide monomials and polynomials monomials are just one thing binomials are like bx + c polynomials are like ax².
Simplifying Fractions Multiplying & dividing Fractions.
Multiplying With Fractions
Simplify each polynomial Adding and Subtracting Polynomials.
Fractions and Decimals
Vocabulary: Chapter Section Topic: Simultaneous Linear Equations
Topic: Slope Intercept Form Vocabulary: Slope intercept form means write the y on one side of the equal sign and everything else on the other side. y =
Vocabulary: Chapter Section Topic: Simultaneous Linear Equations
Adding and Subtracting rational expressions Sec: 9.2 Sol: AII.2.
Notes Over 9.4 Simplifying a Rational Expression Simplify the expression if possible. Rational Expression A fraction whose numerator and denominator are.
Chapter 9: Rational Expressions Section 9-1: Multiplying and Dividing Rationals 1.A Rational Expression is a ratio of two polynomial expressions. (fraction)
Dividing Polynomials Chapter – – 15y 4 – 27y 3 – 21y 2 3y – 27 3 – 21 3 y 2 y Divide. y 4 y 2 y 2 y 3 y 2 y 2 Write as separate fractions.
Subtracting Fractions Renaming
Fraction Review TAKE NOTES!!!!!!. Vocabulary Numerator: the number on top in a fraction Denominator: the number on bottom in a fraction Example: What.
Chapter Sections: Topic: Graphing a line Vocabulary: When slope is negative the line is pointed down. When a line is pointed down use a slope triangle.
Chapter 5.1.  Lesson Objective: NCSCOS 4.01 – Students will know how to find the slope of a line  Students will know how to find the equation of a line.
Warm-up p 499 check skills (1 – 12). Quiz 1.If z=30 when x=3 and y=2, write the function that models the relationship “z varies directly with x and inversely.
Vocabulary: Chapter Section Topic: Simultaneous Linear Equations
Chapter Sections: Topic: Testing a point is on line Vocabulary: A function is a machine that makes a y for every x. The equation of a line can be a function.
Part Two: Introducing Percentages and Decimals
Section 6.3 Adding & Subtracting Rational Expressions  Adding & Subtracting RE’s with Same Denominator  Finding the LCD of 2 or more Polynomial Denominators.
SECTION 1.4 EXPONENTS. PRODUCT OF POWERS When you multiply two factors having the same base, keep the common base and add the exponents.
EQUIVALENT FRACTIONS. Math Vocabulary Equivalent fraction(s): Fractions that are EQUAL to each other, even though they look different.
 A rational function is one that can be expressed as a ratio of two polynomials.  Some examples: y =, f(x) =, g(x) =, h(x) =  Here are some.
Multiplying With Fractions Lesson 5-1. Just Follow These Easy Steps! n Multiply the numerators and write down the answer as your new numerator. n Multiply.
Dividing Polynomials The objective is to be able to divide a polynomial by a monomial.
The Distributive Property Chapter 1.6. Review multiplication.
Chapter section Topic: quadratic equations Vocabulary: Negative times positive is negative -3 x 2 = -6 Negative times negative is positive -3 x -2.
Warm-up 6-1 Lesson 6-1 Simplifying Rational Expressions.
Topic: Quadratic Puzzle Boxes Homework: 8-8 and 8-9 Vocabulary A quadratic equation looks like x² + 5x + 6 = 0 Quadratic Puzzle Box multiply add.
Chapter section Topic: quadratic equations Vocabulary: You factor a quadratic by finding the two binomials you multiply together.
DECIMALS Chapter 2. Expressas a decimal. Expressas a decimal.
11.6 Addition and Subtraction: Unlike Denominators.
Fractional Expressions Section 1.4. Objectives Simplify fractional expressions. Multiply and divide fractional expressions. Add and subtract fractional.
Multiplying Fractions Ch 3.3. Just Follow These Easy Steps! 1. Multiply the numerators and write down the answer as your new numerator. 2. Multiply the.
Chapter 10 Polynomials and Factoring. Entry Task 04/09/2013.
Fractions Introduction and Review. Simplifying Fractions Divide the numerator (top) and denominator (bottom) by the same number Repeat, as needed 12 ÷
Standard 14 Solve by completing the square. Example One. Instructions: Factor Perfect Square.
Chapter 3, Lesson 3B Pages
Multiplying With Fractions
Indices and Surds.
Multiplying With Fractions
Students will be able to simplify fractions and ratios (5-4).
8.1 Multiplying and Dividing Rational Expressions
7.1/7.2 – Rational Expressions: Simplifying, Multiplying, and Dividing
Section 6.3 Complex Rational Expressions aka “Complex Polynomial Fractions” Definition of a Complex Fraction: An expression with more than one fraction.
On page, write each fraction in simplest form.
Exponents and Scientific Notation
Adding and Subtracting Fractions
Label your paper DNA 2.
Multiplying With Fractions
Rational Expressions. Rational Expressions RATIONALS - - what are they? Ratio of two polynomial expressions Examples include:
Multiplying With Fractions
Simplifying Fractions
Multiplying With Fractions
Multiplying With Fractions
“ I can create equivalent forms of fractions, decimals, and percents.”
Chapter 2: Rational Numbers
Dividing Fraction and Whole number
Multiplying/Dividing Fractions
Greatest Common Factors and Factoring by Grouping
Fractions, Decimals, Percents
Adding & subtracting Fractions With Common denominator.
Section 2.6 Rationalizing Radicals
Modelling Multiplication of Fractions
9.4 Multiplying & Dividing Rational Expressions
Multiplying With Fractions
L5-2 Notes: Simplifying Fractions
Part Two: Introducing Percentages and Decimals
Presentation transcript:

Chapter Sections: Topic: Simplify Polynomials. Vocabulary: Multiply fractions: multiply the tops then multiply the bottoms

Example One. Instructions: Simplify == ==

Classwork One. Instructions: Simplify = =

Example Two. Instructions: Simplify = = 1 1 == 3 1

Classwork Two. Instructions: Simplify = =

Example Three. Instructions: Simplify = = 2 1 ==

Classwork Three. Instructions: Simplify =

Example Four. Instructions: Simplify = 1 1 = =

Classwork Four. Instructions: Simplify

Example Five. Instructions: Simplify = = 1 1 +a +5a +a²+5a

Classwork Five. Instructions: Simplify