30 activities and resources to prepare your year 6 children for SATs. Useful for classroom revision, starter activities, developed as part of whole less sequences, booster classes or homework.

Here you will find 40 different homework sheets designed to be given as a worksheet or a homework. Providing students practice questions for all of the basic topics which they tend to forget if not worked on regularly . These sheets also come with all answers provided, to save time for teachers :) Topics covered: Addition Subtraction Multiplication Division Rounding Negative Numbers Fractions of amounts Percentages of amounts Converting a fraction to decimal Types of number Sequences Simplifying fractions Collecting like terms Multiplying terms Expanding a bracket Factors Perimeter Area Naming polygons Parts of a circle Lines of symmetry Angles on a line BIDMAS Function Machines Ratio sharing Angles in parallel lines Enjoy :)

Hi everyone, Check out my latest version of my FOUNDATION REVISION QUIZ. 250 GCSE based questions for students to work through. With a random macro built in. Topics covered: *Index Laws *Expanding brackets *Shape names *Fractions of amounts *Shape properties *solving equations *Squares, cubes and roots *Naming angles *Ratio sharing *Averages *Area and Perimeter *Parts of a circle *BIDMAS *Types of triangle *Making numbers *Fractions to decimals to percentages *Equivalent fractions *Percentage of an amount *Percentage increase and decrease *Substitution *Column vectors *Negative powers *Fractional powers *Rounding to DP, SF and tens hundreds thousands *Ratio as fractions *Midpoints of 2 coordinates *Algebra terminology *Collecting like terms *Multiples *Converting time *Venn diagrams *Probability *Linear tables *Recipes *Reflections *Enlargements *Vertical and horizontal mirror lines *Lines of symmetry *Congruency *Rotations *Rotational symmetry *Forming expressions *Angles *Parallel lines *Probability tables *Angles in triangles *2 way tables *Error intervals *Converting units *Prime numbers This powerpoint is operational with the QWIZDOM remotes and all answers are programed in ready to go. I would recommend dragging a bunch of questions around when opening the ppt each time as this will help randomise the macro. Hope you like!

This is a whole lesson on teaching Exponential Graphs and Functions. This begins with what these graphs look like with key points and characteristics. It then looks at drawing them and then problems associated such as finding gradients and solutions to equations with exponential functions. The lesson also relates this topic to Covid-19 and the Coronavirus. This lesson is ready to go, with no prep required. It is also great for home learning. 22 slide presentation + lots of extra resources. The lesson comes with: + a Starter + Learning Objectives (differentiated) + keywords + superb teaching slides (lots of custom animation) + lots of examples + Video on Exponentials and Covid-19 (maths in real-life) + Handout of Axes (so pupils don’t spend a lot of time drawing axes) + Embedded Questions (with answers) + worksheet (with answers) + Plenary ALL LESSONS for teaching ALGEBRA are available as one BIG bundle in the link below: Number: All Lessons LASTLY: This lesson is flat packed for copyright purposes Please provide a RATING with written feedback Please email outstandingresourceshelp@gmail.com if there are any issues.

Daily Maths Fluency - Year 5 - NEW - 6 weeks of Questions and Answers based on a PowerPoint and PDF. Questions only PowerPoint and Answer only PowerPoint have also been created. These have all the national curriculum areas in mathematics needed.

Full lesson (powerpoint and worksheet with answers) on Pattern Sequences, aimed at mid to high ability year 7. Lesson starts with a real-life example to show why we learn pattern sequences, followed by class examples and discussions, an independent task, and then a plenary. Planned to last an hour, under the assumption that a starter activity of some sort would occur before the lesson. This lesson would then lead into a lesson on tabular and graphical forms of sequences. I will also upload my resources for this lesson. All of my lessons on the topic of sequences will soon be available to purchase as a bundle. Please let me know how you get on using these resources, and feel free to leave any reviews/feedback! Thanks!

A complete lesson on finding the nth term rule of a quadratic sequence. This primarily focuses on one method (see cover slide), although I’ve thrown in a different method as an extension. I always cover linear sequences in a similar way and incorporate a recap on this within the lesson. Starter: To prepare for the main part of the lesson, pupils try to solve a system of three equations with three unknowns. Main: A recap on finding the nth term rule of a linear sequence, to prepare pupils for a similar method with quadratic sequences. Examples on the core method, followed by a worksheet with a progression in difficulty for pupils to practice. I’ve included two versions of the worksheet - a simple list of questions that could be projected, or a much more structured worksheet that could be printed. Worked solutions are included. A worked example of an alternative method, that could be given as a handout for pupils who finish early to try on the questions they’ve already done. Plenary: A proof of why the method works. I’d much rather show this at the start of the lesson, but in my experience this usually overloads students and puts them off if used too soon! Please review if you buy as any feedback is appreciated!

This resource has handwritten notes for the first topic of the new Analysis and Approaches HL course, for first exams in 2021. This has the 9 subtopics that are included in SL, plus an additional 7 subtopics for HL. There will also be significant overlap with the A&I Topic 1. I wrote and sold notes for the current IB courses, which have been fairly successful, so I am in the process of writing notes for the new courses, from scratch. My hope is that if you like this resource, please ‘follow’ my shop, so you will be notified when the remainder of the notes become available over the next few months. Please let me know if you have any feedback or improvements that could be made. This topic (algebra) includes: 1.1 - Standard Form/Scientific Notation 1.2 - Arithmetic Sequences 1.3 - Geometric Sequences 1.4 - Compound Interest 1.5 - Exponents and Logs Intro 1.6 - Simple Deductive Proofs 1.7 - More Logarithms 1.8 - Infinite Geometric Series 1.9 - Binomial Theorem 1.10 - Combinatorics [AHL] 1.11 - Partial Fractions [AHL] 1.12 - Intro to Complex Numbers [AHL] 1.13 - Other Complex Forms [AHL] 1.14 - Roots, De Moivre’s Thm. [AHL] 1.15 - More Proof Types [AHL] 1.16 - Solving Systems of 3 Eqs. [AHL]

Fully editable PowerPoint lesson on identifying different types of sequences. including, arithmetic, quadratic, special sequences, Fibonnaci-type and geometric. This lesson includes: Spotting the number sequences (arithmetic/linear) starter. Lots of definitions/ examples of types of sequences and practice questions for pupils (including all solutions), 2 pupil worksheet for independent practice (one differentiated).

This Qwizdom has been designed to target the first 10 questions of a Foundation GCSE Paper. It has a macro built in that will randomise the questions. Each topic has 4-9 questions, ranging in difficulty. Topics include; *Index Laws *Expanding brackets *Shape names *Fractions of amounts *Shape properties *solving equations *Squares, cubes and roots *Naming angles *Ratio sharing *Averages *Area and Perimeter *Parts of a circle *BIDMAS *Types of triangle *Making numbers *Fractions to decimals to percentages *Equivalent fractions *Percentage of an amount *Percentage increase and decrease *Substitution *Column vectors *Negative powers *Fractional powers *Rounding to DP, SF and tens hundreds thousands *Ratio as fractions *Midpoints of 2 coordinates *Algebra terminology *Collecting like terms *Multiples *Converting time *Venn diagrams *Probability *Linear tables *Recipes *Reflections *Enlargements *Vertical and horizontal mirror lines *Lines of symmetry *Congruency *Rotations *Rotational symmetry *Forming expressions *Angles *Parallel lines *Probability tables *Angles in triangles *2 way tables *Error intervals *Converting units *Prime numbers In order for it to be different every time, when you open it, view the slides on slide sorter and move them about for about 30 seconds. This will allow the random button to pick a new path every time and stop the same questions popping up.

GRREAT way to teach & consolidate Sequences and nth term. 2 Nth term number search (word search). Differentiated, one relatively easy and one relatively difficult. Both comes with answers, colour coded to make it easy to use. Come in variety of format depending on what software you have. It comes in PDF format or Power Point Format or Smart Notebook or Excel Sheet Format. Excel Sheet is great it allows you to generate more number searches, just type in what nth term you want, very easy to use also generates answers for you.

This is a PowerPoint which explores numbers sequences and patterns and is designed for upper KS2. It asks children to identify patterns, to find missing numbers and to continue sequences. I have found it particularly successful with Year 6 as its contains several original questions which are based on recent SATs questions. It would be useful therefore for revision leading up to End-of-Key stage tests.

Workbooklet for students to use to gain an understanding of Sequences

View in Slideshow, Years 8,9,10 and middle group 11 Finding the nth term or formula for sequences based on powers 1 and 2 (square) Explain to students that the position number becomes the n in the formula.

Lesson on what a geometric sequence is and how to calculate the nth term. INCLUDES VIDEO EXAMPLE: Perfect for remote learning

The last of five complete lessons on linear sequences. Looks at patterns of squares or lines that each form a linear sequence. Adapted from a resource by another TES user called flibit (who has made some excellent resources). Printable worksheets included.