Secondary straight line graphs resources

Activity for students to identify correct equation for different graph sketches. Includes trigonometric, quadratic, cubic, quartic, exponential, reciprocal and circle graphs. Solutions included.

A 15-minute Mathematical Inquiry Assessment Item for Junior and Middle Secondary.

Plotting graphs in the first quadrant by substituting in x values into a linear equation. Starter, whiteboard questions, kagan activity and plenary included.

I designed this worksheet as an intriguing context for finding the equations of straight lines. It is differentiated as the equations of the lines carry different levels of difficulty. Although not written on my sheet, the extension was to move the hexagon to a different place on the grid and give the equations of the new lines. Please feel free to add this or any other points to your own edit. Enjoy!

Presentation, Worksheet and set of axes included for the activity.

Presentation lesson and lesson plan included for finding the y-intercepts of straight line graphs of the form y = mx + c.

Lesson plan, presentation and activity for learners to find the equation of a line from only 2 coordinates. Pitched at the higher level KS3 and KS4. The find someone who sheet: Print off a copy each Learners answer the first one themselves Then walk around and swap sheets, answering a different question on the other person’s sheet Good way to encourage peer work and assessment

Quick, skill based maths starters using a mix of ‘key’ topics as I saw it. Questions and answers intended to be space efficient. ‘Is that a matrix’ and hence ‘matrix warning’ became a class joke for some reason present in some slides.

Revision Questions for Year 07 - Units 17-20 – Perimeter, Area, Volume, Fractions, Indices, Congruence Algebra

This Year 7 revision booklet is suitable for low and middle ability students and has a range of questions which cover elements of the following topics: Number skills e.g. addition, division etc. Analysing and displaying data e.g. pictograms, dual bar charts etc. Algebra e.g function machines, collecting like terms, finding the next term in a sequence and finding the nth term Line and angles e.g. angles on a straight line, angles in a triangle wtc. Decimals and measures e.g. converting ml to litres Probability Fractions and percentages - including percentage of amount Ratio and proportion Transformations e.g. reflection, scale factors etc.

These are exam questions on sequences. I predominantly use these for either homework or revision. Do view my excellent lessons / bundle on sequences. https://www.tes.com/teaching-resource/algebra-sequences-bundle-6-lessons-perfect-for-gcse-igcse-11602553 NOTE: Feel free to browse my shop for more excellent free and premium resources, and as always please rate and feedback, thank you.

GCSE Edexcel Maths Algebra Tarsia Linear Expressions and Equations

GCSE Edexcel Maths Algebra Graphs Linear

This is my second lesson on circular graphs looking at more AS Level questions around midpoints and problems involving tangents and normals and solving associated problems. This is a great whole lesson and includes a worksheet with answers as well as exam questions with mark scheme. The lesson includes: a starter Learning objectives keywords excellent teaching slides Assessment opportunities (AFL) worksheet with answer exam questions with mark scheme a plenary NOTE: Feel free to browse my shop for more excellent free and premium resources and as always please rate and feedback, thank you.

Mathematics 9-1 Foundaion Revision Questions - Foundation - Number, Algebra, Fractions, Graphs, Percentages - aimed at Year 07, covers first four units, the rest to come.

A worksheet building up to finding the equation of straight line and some SSDD problems, with resources collated from Corbett Maths and rogradymaths.blogspot.co.uk

A Homework that I gave to my Year 8 Basic plotting of simple lines (no tables) and answering questions about those lines - where do they cross, which ones are parallel etc.

Students are provided with structure to facilitate plotting straight line graphs of implicit equations. The worksheet is split into two sections, progressing in difficulty, and each has an extension section. For very able students a further extension could be to find the points of intersection without having to plot the lines, although it is generally beneficial for their understanding to have a visual representation available as well. Answers are provided, including the plotted straight lines. The focus of this lesson could be any of the following: – Plotting straight line graphs; – Rearranging equations; – Simultaneous equations; – Intersection of straight lines; – What it means to ‘satisfy’ an equation; – Implicit vs explicit equations. As you can see, many concepts are touched upon here, and you will need to decide which angle you are approaching this activity from to ensure that the lesson is coherent. Also included is a basic starter to give practise rearranging to change the subject of an equation.

This resources helps pupils revise forming an equation of a line from its graph. The pupils then match the question number to the answer which gives them a letter to decode the longest Mathematical word. FLOCCINAUCINIHILIPILIFICATION

Full lesson(s) on linear graphs with mastery style tasks. Lesson(s) includes: Examples showing different representations of linear graphs Various fluency tasks Higher order thinking tasks All tasks allow for discussion and students to show their answers on the board to encourage correction of each others work.

Foundation Tier Exam Paper Calculator Targets 1-5 ( 2C-F) Mark scheme Provided The practice papers meets all the requirements of the new specification of Maths GCSE 9-1

Lesson includes Title, date, objective, success criteria, key words Starter Discussion task Definitions and examples Investigation tasks AfL quick fire questions AfL whiteboards Questions and solutions Accessible for lower ability and challenge high ability Plenary FUSE Please review and follow For more resources: https://www.tes.com/teaching-resources/shop/osmith25

Lesson includes Title, date, objective, success criteria, key words Starter Discussion task Definitions and examples Investigation tasks AfL whiteboards Questions and solutions Accessible for lower ability and challenge high ability Plenary FUSE Please review and follow For more resources: https://www.tes.com/teaching-resources/shop/osmith25

This worksheet includes 6 exercises on straight line graphs. It will be a good transition between coordinates and plotting points and introduction to straight line graphs. In some exercises, the equation is given to complete the table and then plot the points to draw the straight line graph. In other exercises, the graph is given to find the coordinates of different points and the equation that relates them. The last exercise is to find the midpoint of a line, knowing two points. The document includes the answer. Please rate so I can improve as I go on!

Straight Line Graphs - Differentiated Discovery Lesson KS3/KS4 - y=mx+c Full differentiated lesson, complete with starter and plenary. Used in an observation, with excellent feedback, lesson aims to get students to discover y=mx+c, through scaffolded differentiated and questionning. Use of metacognition to develop full and deeper understanding on what can be a misunderstood and easy to forget topic. Any feedback would be great!

Lesson includes Title, date, objective, success criteria, key words Starter Discussion task Definitions and examples AfL whiteboard Match up activity Graphs Investigation activity Accessible for lower ability and challenge high ability Plenary FUSE Please leave a review For more resources: https://www.tes.com/teaching-resources/shop/osmith25

Please review and follow For more resources: https://www.tes.com/teaching-resources/shop/osmith25

Please review and follow For more resources: https://www.tes.com/teaching-resources/shop/osmith25

20 question worksheet covering all of the ALGEBRA topics Ideal as a starter or for form time Students copying from each other? Give each students their own bespoke worksheet. All have same question type with different values. Answers to all questions provided on separate answer sheet. Press F9 to change all the values in each question

A large collection of 24 worksheets (254 pages) on selected topics from algebra: Algebraic manipulation Substitution into formulae Simplifying expressions by collecting like terms Collecting like terms (expressions with different variables) Multiplying a single term over a bracket Expanding double brackets Factorisation Quadratic factorisation 9.Indices Rearranging formulae Inverse functions Composite functions Equation of a straight line Parallel and perpendicular lines Solving linear equations Solving quadratic equations by factorising Quadratic formula Completing the square and solving quadratic equations by com- pleting the square Simultaneous Equations -Elimination Simultaneous Equations -Substitution Simultaneous Equations One Linear, One Quadratic Linear inequalities Quadratic inequalities The nth term of linear and quadratic sequences Designed for the GCSE/IGCSE specification. Detailed solutions are included. From https://placeformath.blogspot.com/p/worksheet-shop.html

used with mid set yr 10 . Just lots of lines to practice finding the gradient

Find as many gradients on the picture of the spider as you can! A shaded and an unshaded version is included:-)

This is a basic worksheet to recap x = constant and y = constant graphs, finding equations of graphs using parallel graphs, and finding gradient. I have used it to recap these concepts before going on to other topics with year 11s

Using form y= mx + C to find equations of lines that are parallel and perpendicular to other straight line graphs and using a point on the line to work out the intercept. Step by step with differentiation.

Three worksheets on the following: determining whether a point is on a given line, identifying the gradient and y-intercept of a line given its equation, finding the gradient of a line that passes through two points, finding the equation given the gradient and y-intercept, finding the equation of a line given its gradient and one point on it or two points on it, finding the equation of a line parallel to another line passing through a given point and determining whether two lines are parallel perpendicular or neither. Detailed solutions are included. From https://placeformath.blogspot.com/p/worksheet-shop.html

There aren’t many resources on ‘sketching graphs using the knowledge of y = mx + c’ online so I have put one together! Answers are provided :)

A worksheet on the following: finding the gradient of a line given its equation, finding the equation of a line given its gradient and one point on it or two points on it and finding the equation of a line parallel to another line passing through a given point. Detailed solutions are included. From https://placeformath.blogspot.com/p/worksheet-shop.html

This lesson starts with a recap of the nth term rule and then links this to linear graphs. It is quite an abstract connection and would work better with higher ability groups but can work equally well with lower ability groups if provided with extra scaffolding.

Introduction to linear graphs including; How to draw axis Y = 2, X = 3 etc Graphs of y=x and y=-x for discussion Worksheets for consolidation

A Bronze/Silver/Gold worksheet based on finding the gradient of lines, the equation of lines given 2 co-ordinates and a difficult problem-solving extension. Best used towards the end of a linear graphs topic as a recap or round-up.

A worksheet that utilises the desmos graphing software in order to save time when solving equations graphically. The first section gets the students used to plotting graphs on desmos before getting them to solve equations using it.

I have put together a series of revision help sheets for my year 11 students based on key topics that they needed to work on. These are the blank templates for ones that I have created so far. As and when I make some more, I shall add them. Topics covered: Transformations Gradients, parallel and perpendicular lines Trigonometry and Pythagoras’ match up (definitions and exam questions) Interior and exterior angles and angles in parallel lines