All pupils know what polynomials are

Slides:



Advertisements
Similar presentations
Finding Zeros Given the Graph of a Polynomial Function Chapter 5.6.
Advertisements

EXAMPLE 3 Use synthetic division Divide f (x)= 2x 3 + x 2 – 8x + 5 by x + 3 using synthetic division. – – 8 5 – 6 15 – 21 2 – 5 7 – 16 2x 3 + x 2.
INTRODUCTION TO PROFIT Part 11. Starter What is the “cost of sales”? What is Profit?
S5.40. Module Structure 30% practical tests / 70% written exam 3h lectures / week (except reading week) 3 x 2h of computer labs (solving problems practicing.
Introduction to Factoring
Factor Theorem.
For each pair of polynomials, find the least common multiple. Example For each pair of polynomials, find the least common multiple.
BACK SOLUTION:
Other Types of Equations
Systems of Inequalities
Solving Equations by Factoring and Problem Solving
Congruence L.O. All pupils can find congruent figures
Graphing Inequalities
Transformations L.O. All pupils can recall how changes in equations transform graphs of functions All pupils can confidently solve all the homework questions.
Transforming Trigonometric Graphs
All pupils can substitute into functions written in function notation
All pupils can sketch a variety of graphs
Differentiation L.O. All pupils are aware of differentials of common functions All pupils can solve basic differentiation questions Some pupils can solve.
15/01/2019 Starter L.O. To be able to
Further Number Sets and Systems
Simultaneous Equations
all pupils can find the area of a triangle using trigonometry
Substitution L.O. All pupils can complete simple substitutions
The Quadratic Formula L.O.
Roots of Quadratics L.O. All pupils understand what roots of quadratics are graphically and algebraically All pupils are confident with finding the roots.
Inequalities L.O. All pupils understand possible values of inequalities All pupils can show inequalities on a number line Some pupils can manipulate inequalities.
Quotient Rule L.O. All pupils can solve basic differentiation questions All pupils can solve some problems requiring the Quotient Rule.
All pupils can read off the base trigonometric graphs
Chain Rule L.O. All pupils can solve basic differentiation questions
All pupils can work through Examination Style Questions
Similar Shapes L.O. All pupils can draw similar shapes
All pupils know what polynomials are
Indices and Powers L.O. All pupils can describe the different types of numbers All pupils can write natural numbers in index form and the other way around.
Similarity and Congruence
Product Rule L.O. All pupils can solve basic differentiation questions
Functions L.O. All pupils can describe the different types of functions All pupils can find the domain and range of basic functions Some pupils can find.
Exam Style Questions Practice
Section 6.3 – Polynomial Division
Dividing Polynomials (Long Division)
Practicing Similarity and Congruence
All pupils can use circle theorems to solve a variety of questions
Proof by Induction L.O. All pupils understand proof by induction
Algebra Introduction - BIDMAS
Dividing Polynomials (Long Division)
All pupils can recall information on real life graphs
Logos L.O. All pupils can recall the different types of transformations All pupils can describe the different types of transformations Some pupils start.
Factor Polynomials Completely
Algebra - Brackets L.O. All pupils understand the importance of brackets Most pupils can use brackets in situations with algebra.
Trigonometry 2 L.O. All pupils can find missing sides on right angled triangles All pupils can find missing angles in right angled triangles.
All pupils can write exponentials as logarithms
Algebra – Brackets 2 L.O. All pupils can expand linear expressions
More Linear Equations L.O.
Pythagoras L.O. All pupils can find the area of a triangle
The Quadratic Formula L.O.
Rates of Change L.O. All pupils can recall information on real life graphs to both draw and visualise them All pupils can apply their knowledge of on a.
Indices Practice L.O. All pupils are confident with their homework
Dividing Polynomials (Long Division)
Quadratics L.O. All pupils can recall information about quadratic functions All pupils can answer a variety of questions about quadratic functions.
Factor Trees and Surds L.O.
Function Notation L.O. All pupils can understand function notation
Gradients L.O. All pupils can find the gradient of linear graphs
Other ways of Describing Sequences
All pupils can confidently work with unknowns
Similarities Differences
What can your remember about triangles?
All pupils can work with arithmetic sequences
The Quadratic Formula and Factorising
All pupils can manipulate geometric sequences
More Functions L.O. All pupils can recall the different types of functions All pupils can find the domain and range of basic functions Some pupils can.
Division of Polynomials
Presentation transcript:

All pupils know what polynomials are Polynomials Introduction L.O. All pupils know what polynomials are All pupils can work with polynomials and manipulate them to find solutions

Starter: What are polynomials?

All pupils know what polynomials are Polynomials Introduction L.O. All pupils know what polynomials are All pupils can work with polynomials and manipulate them to find solutions

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions Example Easy Exam Question

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions Similar Questions

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions Example Slightly Harder Exam Question

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions Example Harder Exam Question

work with and manipulate polynomials to find solutions Main: work with and manipulate polynomials to find solutions

All pupils know what polynomials are Polynomials Introduction L.O. All pupils know what polynomials are All pupils can work with polynomials and manipulate them to find solutions