Mistake #1 (x+2) 2 ≠x 2 +4 Correction =x 2 +4x+4.

Slides:

Advertisements

Similar presentations

If you had this equation, how would you move the 7.

Advertisements

MTH 092 Section 15.1 Introduction to Radicals Section 15.2 Simplifying Radicals.

( ) EXAMPLE 3 Solve ax2 + bx + c = 0 when a = 1

Rational Expressions Simplifying. Simplifying Rational Expressions The objective is to be able to simplify a rational expression.

5 Minute Check Complete in your notebook. Write each percent as a decimal % 2. 15% Write each percent as a fraction % 4. 80%

Solving Equations Please view this tutorial and answer the follow-up questions on loose leaf to turn in to your teacher.

Solve an equation with variables on both sides

Solve an equation by combining like terms

EXAMPLE 2 Using the Cross Products Property = 40.8 m Write original proportion. Cross products property Multiply. 6.8m 6.8 = Divide.

Algebra 1: Solving Equations with variables on BOTH sides.

Standardized Test Practice

Multiples 1 X 2 = 22 X 2 = 43 X 2 = 6 4 X 2 = 8 What do you call 2,4,6,8 ?Multiples of 2 Why?

Exponential and Logarithmic Equations

Algebra 11.4 Simplifying Rational Expressions (This information will be on the STAR Test!)

( ) EXAMPLE 3 Standardized Test Practice SOLUTION 5 x = – 9 – 9

EXAMPLE 1 Solve an equation with variables on both sides 7 – 8x = 4x – 17 7 – 8x + 8x = 4x – x 7 = 12x – = 12x Write original equation. Add.

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.

Simplifying fractions ©Mathematics Education Centre, Loughborough University.

Инвестиционный паспорт Муниципального образования «Целинский район»

Rational Expressions Simplifying Section Simplifying Rational Expressions The objective is to be able to simplify a rational expression.

(x – 8) (x + 8) = 0 x – 8 = 0 x + 8 = x = 8 x = (x + 5) (x + 2) = 0 x + 5 = 0 x + 2 = x = - 5 x = - 2.

11.4 Multiply and Divide Rational Expressions. SIMPLIFYING RATIONAL EXPRESSIONS Step 1: Factor numerator and denominator “when in doubt, write it out!!”

Solving Percent Problems Using Proportions

Solve an equation by combining like terms EXAMPLE 1 8x – 3x – 10 = 20 Write original equation. 5x – 10 = 20 Combine like terms. 5x – =

8 4 Multiply & Divide Rational Expressions

Aim: How do we divide polynomials? Divide each term of the polynomial by the monomial. Factor each expression. Divide out the common factors in each.

Example 1 Solving Two-Step Equations SOLUTION a. 12x2x + 5 = Write original equation. 112x2x + – = 15 – Subtract 1 from each side. (Subtraction property.

Solve an equation 7y – 6y + 12 = 4y. Simplify 7y – 6y + 12 = 4y 7y – 6y + 12 = 4y becomes y + 12 = 4y when we combine like terms.

Solving Linear Equations Substitution. Find the common solution for the system y = 3x + 1 y = x + 5 There are 4 steps to this process Step 1:Substitute.

Dividing Polynomials The objective is to be able to divide a polynomial by a monomial.

SOLUTION Divide a polynomial by a monomial EXAMPLE 1 Divide 4x 3 + 8x x by 2x. Method 1 : Write the division as a fraction. Write as fraction. Divide.

8-2 Factoring by GCF Multiplying and Factoring. 8-2 Factoring by GCF Multiplying and Factoring Lesson 9-2 Simplify –2g 2 (3g 3 + 6g – 5). –2g 2 (3g 3.

3. You MUST always tidy up after having company. 1. The Letters live on the left, The Numbers live on the right.

Zero and negative exponents

Entry Task Solve for the given variable 1) A = ½bh for h 2) ax + bx = c solve for x LT: I can solve and graph inequalities.

3x + 2 6x 3 - 5x 2 – 12x – 4 DMSBDMSB 2x 2 6x 3 + 4x 2 -9x 2 – 12x – 3x -9x 2 – 6x – 4 – 2 – 6x– 4 0 Check: (3x + 2)(2x 2 – 3x – 2) = 6x 3 – 9x 2 – 6x.

Rational Expressions Simplifying. Polynomial – The sum or difference of monomials. Rational expression – A fraction whose numerator and denominator are.

May 16, 2012 Adding and Subtracting Rational Expressions DO NOW: Simplify HW: Pg 482 #23-35odds QUIZ Friday!

To factor means to write a number or expression as a product of primes. In other words, to write a number or expression as things being multiplied together.

Solving Quadratic Equations by Completing the Square.

Solve a two-step equation by combining like terms EXAMPLE 2 Solve 7x – 4x = 21 7x – 4x = 21 Write original equation. 3x = 21 Combine like terms. Divide.

Welcome to Algebra 2 Rational Equations: What do fractions have to do with it?

The Order of Operations The Order of Operations Objective: Use the order of operations and grouping symbols.

8.2: Multiplying and Factoring. Warm-up:  Greatest Common Factor (GCF)  The greatest factor that divides evenly into each term of an expression  Find.

照片档案整理一、照片档案的含义二、照片档案的归档范围三、卷内照片的分类、组卷、排序与编号四、填写照片档案说明五、照片档案编目及封面、备考填写六、数码照片整理方法七、照片档案的保管与保护.

공무원연금관리공단 광주지부 공무원대부등 공적연금 연계제도 공무원연금관리공단 광주지부. 공적연금 연계제도 국민연금과 직역연금 ( 공무원 / 사학 / 군인 / 별정우체국 ) 간의 연계가 이루어지지 않고 있 어 공적연금의 사각지대가 발생해 노후생활안정 달성 미흡 연계제도 시행전.

Жюль Верн ( ). Я мальчиком мечтал, читая Жюля Верна, Что тени вымысла плоть обретут для нас; Что поплывет судно громадней «Грейт Истерна»; Что.

4-6 Solving Equations with Fractions What You’ll Learn ► To solve one – step equations ► To solve two – equations.

Simplifying Expressions

Completing the Square 8

Simplifying Fractions

WARM-UP 8/29: Simplify: ) )

Solve a quadratic equation

( ) EXAMPLE 3 Standardized Test Practice SOLUTION 5 x = – 9 – 9

Solve a quadratic equation

Check Homework!.

Solve an equation by combining like terms

Warm Up Rewrite -6x + 2x3 + 1 – 9x in standard form, then name by degree & number of terms. 2) Multiply (x + 3)(5x – 1) 3) Multiply (x – 1)(4x2 +5x –

Dividing Polynomials. Dividing Polynomials Example 2X2+14x−16 X−1.

2 Digit Decimals – Dividing – Spot the Mistake

Expanding More than 2 Binomials – Demonstration

1 Digit Decimals – Multiplying & Dividing – Spot the Mistake

2 Digit Decimals – Multiplying & Dividing – Spot the Mistake

Mixed Numbers – Dividing – Spot the Mistake

Unit Fractions – Multiplying & Dividing – Spot the Mistake

3 Digit Integers – Multiplying & Dividing – Spot the Mistake

Mixed Numbers – Multiplying & Dividing – Spot the Mistake

Divide 9 × by 3 ×

Fractions – Multiplying & Dividing – Spot the Mistake

Presentation transcript:

Mistake #1 (x+2) 2 ≠x 2 +4 Correction =x 2 +4x+4

Mistake #3 (3x) 2 ≠ 3x 2 Correction =9x 2 Mistake #2 Cannot simplify

Mistake #4 Can not simplify Mistake #5 Divided t

Mistake #6 3x+6=10 +6=+6 3x ≠ 16 Mistake #7

Mistake #8 4x+x ≠ 4x Correct way x(4+ ) Mistake #9 The left cannot be simplified

Mistake #10 2(3) x ≠ 6 x Cannot simplify These are just some of the many mistakes that I have seen over the years. Please try not to do any of these mistakes. The biggest problem is students not checking their work. If you check your work you’ll probably will find the mistakes.