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Documents Module 1( final 2) quadtraic equations and inequalities jq

1. Regional Training of MathematicsTeachers for Grade 9 of The K to 12 Enhanced Basic Education Program May 15-19, 2014 Notre Dame of Marbel University Koronadal City 2.…

Documents Angstrom Care 1 Angstrom Care Quadratic Equation II.

Slide 1 Slide 2 Angstrom Care 1www.AngstromCare.com Angstrom Care Quadratic Equation II Slide 3 Angstrom Care 2www.AngstromCare.com Quadratic Equations, Quadratic Functions…

Technology 35182797 additional-mathematics-form-4-and-5-notes

1. SPM ZOOM–IN Form 4: Chapter 1 Functions 4. (a) gf : x → x2 + 6x + 2 gf (x) = x2 + 6x + 2 g(x + 4) = x2 + 6x + 2Paper 1 1. The relation in the given graph can be represented…

Education X2 t01 10 complex & trig (2013)

1. Complex Numbers & Trig Identities (i) Express cos 2 and sin 2 in terms of cos  and sin  2. Complex Numbers & Trig Identities (i) Express cos 2 and…

Education Grade 9: Mathematics Unit 1 Quadratic Equations and Inequalities.

1. MathematicsLearner’s Material9Module 1:Quadratic Equations andInequalitiesThis instructional material was collaboratively developed and reviewed byeducators from public…

Documents Miscellaneous Exercise 3

Dr Lee Chu Keong (http://ascklee.org/) 0 Solutions to Miscellaneous Exercise 3 (Ho Soo Thong & Khor Nyak Hiong’s Panpac Additional Mathematics) Solved by: Dr Lee Chu…

Documents mths1

Bhopal (1) vkn’kZ iz’u&i= & 2013 – 2014 SET–A [MODEL QUESTION PAPER] xf.kr (Mathematics) d{kk & 10 oha fgUnh ,oa v¡xzsth ek/;e Hindhi and English Version…

Documents Sum and Product of the Roots Quadratic Equations.

Slide 1 Slide 2   Sum and Product of the Roots Quadratic Equations Slide 3 Solve for x by using the quadratic formula: a. What is the sum of its roots? b. What is the…

Documents Lesson 2-7 General Results for Polynomial Equations.

Slide 1 Lesson 2-7 General Results for Polynomial Equations Slide 2 Objective: Slide 3 Objective: To apply general theorems about polynomial equations. Slide 4 The Fundamental…

Documents Quadratic Equations

Solve for x by using the quadratic formula: a. What is the sum of its roots? b. What is the product of its roots? -3 + -4 = -7 -3  -4 = 12 Aim: Use the sum and product…