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Lesson on line equation application (harder) questions

Lesson on line equation application (harder) questions

This is a lesson on more demanding straight line equations application problems - related areas, intersections, etc. The bundle contains both the lesson presentations with 'overlay animations', where steps are reviewed one at a time. There is also an accompanying presenter view pdf for teachers for each lesson ppt. The documents are prepared meticulously with LaTeX, I hope you find these useful. In addition, you can get unlimited number of high quality practice questions and solutions for both lessons on my website: www.onemathsquestions.com. You can generate the worksheets yourself, and each question will come with a set of very detailed step by step solutions, set out in exactly the same way as the lesson presentation examples. Hope you find these useful, and if you have any comments or suggestions, please feel free to contact me through TES or my website. Best wishes, Joe
joezhou
Power point presentation of Difference of squares

Power point presentation of Difference of squares

There are two parts to this resource - the power point presentation and the notes. This is a step by step presentation on how to find the difference of squares. It explains what difference of squares is, how to identify and factor difference of squares. As the teacher you can progress though the presentation at your own pace, by clicking the slide, so that you can spend as much time on each slide as you need. While the presentation is self explaining, the notes,( which are designed to be read along with the slides), expand on the presentation. At the end of the notes are a series of worksheets from bronze through to challenge sheets. The idea being that the students would do two of the worksheets - one sheet at their level of understanding, and then the next level up to challenge them. By the end of this unit, the students should be able to identify when two terms create the conditions for difference of squares, and be able to factor them. The work sheets are designed to challenge not only the students who are just beginning to understand the concept, but also to challenge the students who find the concept easy, by having them factor out two terms from an equation to create the conditions for difference of squares. It is always helpful to understand why you are learning a new skill, so the worksheets and the presentation show the students how being about to factor difference of squares will help them simplify their work.
BAscah
HSA.SSE.A.1.A - Quiz and Answer Guide

HSA.SSE.A.1.A - Quiz and Answer Guide

Assess student understanding of standard HSA.SSE.A.1.A with this quiz. Students answer two questions that test their ability to interpret expressions that represent a quantity in terms of its context. This product includes: • 1 multiple choice question • 1 fill-in-the-blank question • An accompanying answer guide with correct answers, answer choice rationales, and DOK (Depth of Knowledge) levels
Wisewire
Algebra homework

Algebra homework

A basic level algebra linear homework with questions on collecting terms, expanding and simplifying as well as factorising. There is a previous learning question on HCF and LCM as well as an independent task
mathsbrookes
GCSE 9-1 Exam Question Practice (Equations with Algebraic Fractions)

GCSE 9-1 Exam Question Practice (Equations with Algebraic Fractions)

This download has a great selection of exam questions on Equations with Algebraic Fractions. The questions cover the full range of skills expected at GCSE for this topic. There are fully-worked solutions for students to follow, which means that less time is needed in class for feedback. [CLICK HERE] to see a list of the other topics available. These topic booklets are great for independent study, for a homework , or for working together in class.
Maths4Everyone
GCSE 9-1 Exam Question Practice (Simplifying Algebraic Fractions)

GCSE 9-1 Exam Question Practice (Simplifying Algebraic Fractions)

This download has a great selection of exam questions on Simplifying Algebraic Fractions. The questions cover the full range of skills expected at GCSE. There are fully-worked solutions for students to follow, which means that less time is needed in class for feedback. [CLICK HERE] to see a list of the other topics available. These topic booklets are great for independent study, for a homework , or for working together in class.
Maths4Everyone
Lesson on Remainder and Factor Theorem Applications

Lesson on Remainder and Factor Theorem Applications

This is lesson on remainder and factor theorems application questions, suitable for exam preparations. The bundle contains both the lesson presentations with 'overlay animations', where steps are reviewed one at a time. There is also an accompanying presenter view pdf for teachers for each lesson ppt. The documents are prepared meticulously with LaTeX, I hope you find these useful. In addition, you can get unlimited number of high quality practice questions and solutions for both lessons on my website: www.onemathsquestions.com. They are under topics "Polynomial Division". You can generate the worksheets yourself, and each question will come with a set of very detailed step by step solutions, set out in exactly the same way as the lesson presentation examples. Hope you find these useful, and if you have any comments or suggestions, please feel free to contact me through TES or my website. Best wishes, Joe
joezhou
Lesson on Remainder Theorem and Factor Theorem

Lesson on Remainder Theorem and Factor Theorem

This is lesson on remainder and factor theorems. The bundle contains both the lesson presentations with 'overlay animations', where steps are reviewed one at a time. There is also an accompanying presenter view pdf for teachers for each lesson ppt. The documents are prepared meticulously with LaTeX, I hope you find these useful. In addition, you can get unlimited number of high quality practice questions and solutions for both lessons on my website: www.onemathsquestions.com. They are under topics "Polynomial Division". You can generate the worksheets yourself, and each question will come with a set of very detailed step by step solutions, set out in exactly the same way as the lesson presentation examples. Hope you find these useful, and if you have any comments or suggestions, please feel free to contact me through TES or my website. Best wishes, Joe
joezhou
Factorising Quadratics

Factorising Quadratics

A bumper collection of resources for Factorizing Quadratics, including various activities and games and plenty of practice questions, which also include the other types of factorising required for KS4 or National 5 in Scotland. - Jokes and riddles for factorising trinomials - Catchphrase for factorising trinomials - Quadratic problems for real life problems, with trinomials, completing square and finding roots - Extra questions, with five pages of simple factorisation, difference of squares, trinomials and problem solving All provided with answers
dh2119
Solving Quadratic Identities

Solving Quadratic Identities

Students learn how to solve quadratic identities by completing the square and equating terms. As learning progresses students are challenged to solve identities where the coefficient of b is odd and in the form a(x+b)^2 + c. At the start of the lesson students arrange six expressions written in the form (x + b)2 + c in order of their smallest possible value. In the plenary students are challenged to match a range of identities with their equal terms. Differentiated Learning Objectives All students should be able to solve a quadratic identity in the form (x + b)^2 + c by completing a square. Most students should be able to solve a quadratic identity in the form (x + b)^2 + c by completing a square and equating terms. Some students should be able to solve a quadratic identity in the form a(x + b^)2 + c. Mr Mathematics’ annual members have instant access to all lessons across Key Stage 3 and 4. Termly GCSE assessments are also available to monitor student’s progress. Visit mr-mathematics for * Fully planned and differentiated maths lessons for the GCSE 9 - 1 and new Key Stage 3 specification * Schemes of work based on pedagogy and teacher support for Key Stage 3 and 9 – 1 GCSE courses. Follow me on twitter for updates on new lessons available at http://mr-mathematics.com @mr_mathematics.
Mr_Mathematics