C/W Expanding Brackets

Slides:



Advertisements
Similar presentations
Expanding Brackets. Objectives By the end of the lesson you must understand what it is to multiply out (or expand) brackets. By the end of the lesson.
Advertisements

Brackets & Factors OCR Stage 6. What is 3(2 + 4) ? 3 ‘lots’ of ‘2 + 4’= 3 ‘lots’ of 6= x 6 12 = 18.
Solving Equations Learning Outcomes  Manipulate and simplify simple expressions including removal of brackets  Solve linear equations, with or without.
Starter Revision Worksheet. Note 6: Expanding Brackets One Bracket: Multiply the outside term by everything inside the brackets Simplify if possible Examples:
merit X + 5 = 15X = A merit X – 22 = 43X= A merit.
We Are Learning To We Are Learning To
Mutiplying Brackets.
Инвестиционный паспорт Муниципального образования «Целинский район»
(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.
Alge-Tiles Expanding Binomials. x x2x2 1 –x–x –x2–x2 –1 1 = 0 x –x–x –x2–x2 x2x2.
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.
Dividing Polynomials The objective is to be able to divide a polynomial by a monomial.
Brackets An introduction to using brackets in algebra.
Zero and negative exponents
Repeating decimals – How can they be written as fractions? is a rational number.
Aims: To be to be able to classify types of numbers To be able to write a surd in its simplest form To be able to add, subtract and multiply surds SURDS.
Expand and Simplify Expand two brackets by: multiplying them out and then….. collecting like terms, by adding or subtracting. Great Marlow School Mathematics.
Expanding Brackets Objectives: D GradeMultiply out expressions with brackets such as: 3(x + 2) or 5(x - 2) Factorise expressions such as 6a + 8 and x 2.
Expanding Brackets Multiply out and simplify. (x + 4) (x + 2) x2x2x2x2 = x 2 + 6x + 8 F O I L F  firsts O  outers I  inners L  lasts + 2x + 4x + 8.
Mathsercise-C Ready? Quadratics Here we go!.
Find the area of these rectangles x cm 2x + 1 cm x + 2 cm 8 cm 5cm 2cm 21 cm 3 cm 6 cm x cm 10 cm 2 2x 2 + x cm 2 or x(2x + 1) cm 2 8x + 16 cm 2 or 8(x.
Expanding and Simplifying Algebraic Expressions Lesson Aims: To be able to simplify algebraic expressions To be able to expand a single bracket, including.
Algebra Expanding Brackets. Algebra So far we have looked at simplifying expressions like 3x + 2y + 2x + 4y collecting the like terms to make 5x + 6y.
Expanding brackets and factorising expressions.. Look at this algebraic expression: 4( a + b ) What do you think it means? Remember, in algebra we do.
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.
מאת: יעקב דדוש. פיסול –בין יחיד לרבים יחידה 1 לתלמיד המתבונן לפניך שתי יצירות פיסוליות. התבונן וכתוב (בשקופית הבאה) מהם ההבדלים בין הפסלים המוצגים לפניך?
Binomial Expansion and Surds. Part 1
Section 9.3 – 9.4 Review Algebra I.
Expanding Brackets and Simplifying
Using the surds √2 √8 √10 √160 √320 and the operations ÷ and ×
Expand Brackets Low C C B
Aim: What are the product and power rules of exponents?
Simplifying Rational Expressions
Mathsercise-C Ready? Expressions 2 Here we go!.
Algebra Expanding Brackets and Simplifying
Literacy Research Memory Skill Practice Stretch!
Finding the equation of a line
Substitute numbers into expressions Find and use formulae
SOLVING QUADRATIC EQUATIONS USING THE FORMULA
WEEK 1 FOUNDATION.
Collecting Like terms Brackets 2 Brackets
WEEK 1 HIGHER.
In the power 52 , the base is In the power 52 , the base is
Multiplying Pairs of Brackets and Simplifying
Multiplying out over one bracket Bingo
Expanding Brackets.
Starter Multiply the following 2a x 3b 3s x 4t 4d x 6d 3a x a x b
© T Madas.
Algebra: Brackets and collecting like terms 3
Aim: To be able to describe the general rule for a sequence
Solving Equations Review
5a + 3 = 2a a = 2a a = 2a + 9 5a – 2a = 9 3a = 9 a = 9
Learning Objective Solving equations with single brackets
Be able to expand brackets and simplify the expressions that arise
Expand Brackets Low C C B
Expand Brackets Low C C B
MATHEMATICS From 3 Factorization of.
Expand Brackets Low C C B
Starter Multiply out the brackets: (x+3)(x+3) (x+2)2 (x-5)2 Factorise:
1) If 3(x + 2) - 2(x + 1) = 8, the value of x is
Expanding Brackets with Surds and Fractions
Be able to expand brackets and simplify the expressions that arise
Brackets: Expanding double brackets 3
Equations Objectives for today’s lesson : Substitution
Algebra: Brackets and collecting like terms 4
1) Expand Brackets 2) Factorise
Solving Linear Equations
Presentation transcript:

C/W Expanding Brackets 27 April 2005 Aim : To be able to expand brackets of the form (2x + 5)(4x + 2) Simplify: 5) 7a + 3a + 8 - 3 6) 6b + 5 + 3b - 1 7) y2 + 3y +4y + 7 8) 5x2 + 2x + 6x + 5 =10a + 5 =9b + 1 =y2 + 7y + 7 =5x2 + 8x + 5 1) 4x + x 2) 4t + t + 3 + 11 3) 5f + 6 + 7f + 13 4) 12 + 6g + 3g + 5 =5x =5t + 14 =12f + 19 =9g + 17

Expand Brackets Low C C B This means ‘get rid’ of the brackets in cases like: 3(x + 2) 4(2x + 3) x(x + 3) 3(x – 2) + 2(x – 3) (x + 3)(x – 2) Low C C B

(b + 4)(b + 2) b × b + 4 × 2 + b × 2 + 4 × b = b2 + 2b + 4b + 8 This can be written as: (b + 4)(b + 2) b × b + 4 × 2 + b × 2 + 4 × b = b2 + 2b + 4b + 8 = b2 + 6b + 8

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

© 2024 SlidePlayer.com. Inc. All rights reserved.