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SOLVE LINEAR EQUATIONS USING BACKTRACKING WORKBOOK to learn and practise: Solve linear equations using the backtracking method. The resource contents: workbooks (Scaffolded notes + worksheets) + answer keys + mini folded notes + teacher notes. Grades: 7th to 9th Learning Outcomes: Understand the difference between algebraic expressions where pronumerals are used as variables, and equations where pronumerals are used as unknowns. Solve linear equations using the backtracking method. Also comply iwith for Australian Curriculum Introduce the concept of variables as a way of representing numbers using letters (ACMNA175). Communicate and connect mathematical ideas using appropriate terminology, diagrams and symbols (MA4-1WM). Solve simple linear equations (ACMNA179). Solve linear equations using algebraic techniques and verify solutions by substitution (ACMNA194). More Algebra Resources: Algebra Mazes Simplifying Algebraic Expressions Simplifying Algebraic Expressions Represent Algebraic Expressions on Flowcharts

SOLVE TWO & THREE-STEP LINEAR EQUATIONS USING THE BALANCE METHOD WORKBOOK To learn and practise: Connect mathematical ideas using appropriate terminology, diagrams and symbols. Solve two & three-step linear equations using the Balance Method Solve linear equations and verify solutions by substitution. The resource contents: workbooks (Scaffolded notes + worksheets) + step by step solutions + folded notes + teacher notes. Grades: 7th to 9th Learning Outcomes: Solve two & three-step linear equations using the Balance Method Also suitable for Australian Curriculum Introduce the concept of variables as a way of representing numbers using letters (ACMNA175). Communicate and connect mathematical ideas using appropriate terminology, diagrams and symbols (MA4-1WM). Solve simple linear equations (ACMNA179). Solve linear equations using algebraic techniques and verify solutions by substitution (ACMNA194). More Algebra Resources: Algebra Mazes Simplifying Algebraic Expressions Simplifying Algebraic Expressions Represent Algebraic Expressions on Flowcharts Solve One & Two Step Linear Equations by Backtracking Flowcharts Solve One Step Linear Equations-Balance Method Visit my shop :)

A fun classroom activity to practise connects fractions, decimals & percentages. Students colour the matching fraction, decimal & percentage with the same colour. The answer key is also included. The activity in two formats: Printable and PowerPoint and in British and American English. Skills Level: Beginner (Easy) Grades: 4th to 8th Learning Outcomes: – Connect fractions, decimals and percentages and carry out simple conversions. Also comply with Australian Curriculum: Connect fractions, decimals and percentages and carry out simple conversions (ACMNA157) More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Pythagoras Theorem Measurement and Geometry Visit my shop :)

Decimal Mazes is a fun activity to practise adding and subtracting decimals. All mazes have the same target number which is 100. Students complete each maze by finding the correct number for each blank box. Answer keys are also included. The PowerPoint is editable, teachers can change the numbers to make more decimals mazes. More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Measurement and Geometry Visit my shop :)

Practise calculating 10%, 50% and 25% of the given amounts and colouring activity. Students find the answers then colour each object with the colour matching the answer. Answer keys is included. Level of Difficulty: Beginner (Easy) Grades: 4th to 8th Learning Outcomes: Practise 10%, 25% and 50% of amounts Australian Curriculum: Find percentages of quantities and express one quantity as a percentage of another, with and without the use of digital technologies (ACMNA158) More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Measurement and Geometry Visit my shop :)

Student activities about length conversions (Metric System). THIS Resource includes: A “Length Conversions” video lesson (in mp4 format, Duration: 3 minutes) Student Flip-book (Lesson notes + 6 tasks + Answer Keys ) Exit tickets + Answer (to check for student’s understanding) There are two models: two tickets in one page 4 tickets in one page **Level of Difficulty: **Beginner (Easy) **Grades: **4th to 7th Outcomes: Students convert length units (kilometres, metres, centimetres and millimetres) compare and arrange length units adding and subtracting lengths in different units Prior Knowledge: Students should have already studied decimal operations Teaching Idea: • Teacher explains how to convert length units using the video lesson (about 3 minutes) or students just watch the video lesson. The video lesson shows step by step how to convert length units from • cm to mm and mm to cm • m to cm and cm to m • km to m and m to km • Students glue each page in their book or staple together all 4 pages. They colour the lesson notes with their choice of colours. • Then students complete the worksheets 1 to 6 (In class and as homework) • At the end of the lesson, use the exit ticket as a quiz to check for students’ understanding. More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Measurement and Geometry Visit my shop :)

Financial Mathematics Lesson 1: Calculating Wages and Salaries This resource includes: Lesson Plan in PowerPoint (Editable). Teacher type the expected learning outcomes/ standards Lesson in PowerPoint (Editable and clickable) Teacher follows the PowerPoint slides for the lesson procedure. Student’s workbook in two styles Exit Ticket in PowerPoint (Editable). Print the page after edited. Solutions The workbook comes in 2 styles. Style 1: Cover, fill in the blank notes, worksheets and Homework Style 2: Cover, completed notes, worksheets and Homework Total pages in each workbook: 16 Easy classroom preparation: Just print and staple all pages together to make a workbook. Level of Difficulty: Beginner (Easy). Grades: 9th to 12th Learning Outcomes: Calculate earnings from wages and salaries Calculate earnings from wages for a various time of periods, given an hourly rate of pay. Calculate weekly, fortnightly, monthly and yearly earnings Skill Focus: Calculating elapsed time Rounding money to the nearest cent. Converting income from one period to another. THIS RESOURCE INCLUDES: File 1: Resource Description (pdf format) File 2: Income Lesson (in PowerPoint, editable and clickable) File 3: Workbook Style 1 File 4: Workbook Style 2 File 5: Answer Keys File 6: Exit Tickets (in PowerPoint, editable) File 7: Lesson plan (in PowerPoint, editable) Also comply with Australian Curriculum: Calculate weekly or monthly wage from an annual salary, wages from an hourly rate including situations involving overtime and other allowances and earnings based on commission or piecework (ACMGM002) Convert units of rates occurring in practical situations to solve problems (ACMEM015)

Pythagoras’ Theorem workbook (Notes, worksheets & activity) to learn about Pythagoras’ Theorem and using Pythagoras’ Theorem to find the length of an unknown side in a right-angled triangle. The workbook comes in 2 styles. Style 1: Cover, fill in the blank notes, worksheets and activity. Style 2: Cover, completed notes, worksheets and activity. Total pages in each workbook: 15 Easy classroom preparation: Just print and staple all pages together to make a workbook. Solutions for the worksheets are also included. Level of Difficulty: Beginner (Easy) Grades: 8th to 11th Learning Outcomes: • Identify the hypotenuse in a right-angled triangle • Understand the relationship between the side lengths of a right-angled triangle • Understand Pythagoras’ Theorem for right-angled triangles • Use Pythagoras’ Theorem to find the length of the hypotenuse given the other two sides • Use Pythagoras Theorem to find a side of a right-angled triangle given one side and the hypotenuse PAIR ACTIVITY: • Describe the relationship between the sides of a right-angled triangle (Working Mathematically, Communicating and Reasoning - Critical and Creative Thinking). Also comply with Australian Curriculum: Investigate Pythagoras’ Theorem and its application to solving simple problems involving right angled triangles (ACMMG222) Apply Pythagoras’ theorem to solve problems (ACMEM116) More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Pythagoras Theorem Measurement and Geometry Visit my shop :)

Algebra worksheets and answers to practise simplifying algebraic expressions that involve multiplication and division. introduce the index law of multiplication. Level of Difficulty: Beginner (Easy) Grades: 7th to 9th Also suitable for Australian Curriculum Simplify algebraic expressions involving the four operations (ACMNA192) More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Measurement and Geometry Visit my shop :)

This resource contains worksheets and answers about rounding multi-digit numbers to the nearest any place value. Level of Difficulty: Beginner Grades: 5th to 8th Learning Outcomes: • Use place value understanding to round whole numbers to the nearest whole number, 10, 100, 1000 or up to million. Also suitable for Australian Curriculum Round decimals to a specified number of decimal places (ACMNA156) More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Measurement and Geometry Visit my shop :)

Fun activities to learn fractions with colouring pages **Adding & Subtracting Unlike Fractions: ** 2 Fraction Mazes with 44 questions for students to practise adding & subtracting unlike fractions (Different denominators) then express the answers in simplest fractions. The resource is in Printable (pdf) and PowerPoint Slides Teaching Ideas: Students work individually or in pairs to complete the fraction mazes then they swap their page with their friend or another pair to check the answers. Level of Difficulty: Beginner (Easy) **Grades: **5th to 8th Learning Outcomes: Adding and subtracting unlike fractions (Different denominators) Writing fractions in their simplest form. More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Measurement and Geometry Visit my shop :)

Adding Like Fractions: 2 Tasks in 1 page for students to practise adding like fractions (same denominators) then express the answers in simplest fractions and color the diagrams to show the answers. Level of Difficulty: Beginner (Easy) Grades: 4th to 7th **Learning Outcomes: ** • Adding like fractions (Same denominators) • Writing fractions in their simplest form. • Colour the given diagrams to show the fractions. Other Resources about Fractions: Fractions More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Measurement and Geometry Visit my shop :)

CLASSIFYING AND MAPPING RELATIONS WORKBOOK Scaffolded notes + worksheets + activity + solutions + mini folded notes to learn and practise: Understand the types of relations Identify types of relations in a given domain and range in forms such as mapping diagrams, sets of ordered pairs and a table of values. Classify a variety of types of graphs as a specific type of relation and as a function or not a function. Understand the formal definition of a function as a set of ordered pairs (x, y) of real numbers such that each x-value is exactly connected to one y-value. THIS RESOURCE INCLUDES: • File 1: Resources Description and other info • File 2: Teacher Notes for transparencies and whiteboards • File 3: Workbook A (Fill in the blank notes + Worksheets) • File 4: Workbook B (Filled notes + Worksheets) • File 5: Solutions • File 6: Relations Map activity • File 7: Student mini folded notes There are two styles of the workbook. Style 1: Cover, fill in the blank notes and worksheets Style 2: Cover, filled notes and worksheets Total pages in each workbook: 14 Easy classroom preparation: • For teacher notes: print the notes on transparencies or display them on a whiteboard. • For the workbook: print and staple all pages together to make a book. • For the activity: print the activity. Students need scissors and glue. • For the mini folded notes: print, fold and glue the pages to make a mini notebook. Grades: 9th & 12th Learning Outcomes: Define a relation as any set of ordered pairs (x, y) of real numbers. Define a function and a relation as mappings between sets, and as a rule or a formula that defines one variable quantity in terms of another. Identify types of relations in a given domain and range in forms such as mapping diagrams, sets of ordered pairs and a table of values. Understand the formal definition of a function as a set of ordered pairs (x, y) of real numbers such that each x-value is exactly connected to one y-value. Write a possible equation for relations. Classify a variety of types of graphs as a specific type of relation and as a function or not a function. Also comply with Australian Curriculum: Use function notation, domain and range, independent and dependent variables (ACMMM023) Understand the concept of the graph of a function (ACMMM024) Other resource about Mapping Diagrams: Mapping Diagrams and Functions Workbook Visit my shop :)

AREA OF COMPOSITE SHAPE ACTIVITY Math Challenge Activity- to keep your learners engaged, thinking critically and making connections to 2D shapes. This activity requires learners to determine the area of a shape based on the given dimensions. It also encourages them to think creatively and come up with mathematical strategies to solve unknown lengths. The aim of this activity is to: Increase their fluency and confidence in geometry and measurements Develop understanding of a variety of 2D shapes in real life problems. In this activity, students will practice finding the area of a composite (irregular) figure involving a rectangle, a triangle and semi-circles. Step-by-step solutions are also included. Grades: 6th to 9th Learning Outcomes: Establish the formulas for the areas of rectangles, triangles and parallelograms, and use them in problem-solving. Solve problems involving the area of circles. Calculate the area of the composite shape. Also comply with Australian Curriculum: Calculate areas of composite shapes (ACMMG216) Critical Thinking Problems: Area of Composite Shape-Critical thinking Activity-Math Challenge 1 Area of Composite Shape-Critical thinking Activity-Math Challenge 2 Area of 2D Shapes-Critical thinking Activity-Math Challenge 3

NUMBERS IN INDEX FORM WORKSHEETS & ANSWERS Students practise: Identify the base number and index (power or exponent) of numbers written in index form. Write numbers in index form. Use BODMAS (PEMDAS) to calculate mathematics operations involving indices. Use scientific notation to write large and small numbers. Grade: 6th to 8th Learning Outcomes: Describe numbers written in index form. Write numbers in index form. Calculate mathematics operations involving indices. Use scientific notation to write large and small numbers. Also Comply with Australian Curriculum: Investigate index notation and represent whole numbers as products of powers of prime numbers (ACMNA149). Use index notation with numbers to establish the index laws with positive integral indices and the zero index (ACMNA182). Express numbers in scientific notation (ACMNA210) Indices (Exponents) Resources: INTRODUCTION TO INDICES Numbers in Index Form Worksheets

Back to school Freebie :) Identifying Significant Figures: 4 tasks (40 questions) for students to practise about significant figures: Determine the number of significant figures for the given numbers. Short answer questions to check students’ understanding of significant figures. Level of Difficulty: Beginner (Easy) Grades: 8th to 10th Geometry Resources: Trapezium Area: Lesson Notes + Worksheets + Answers Solving Trapezium Problems Math Manipulatives Part 1 flipbook about the Trapezium Area Geometry | The Angle Sum of a Triangle | Printable Activity More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Measurement and Geometry Visit my shop :)

I designed these calendars for my fellow teachers and their students. There are two styles: colors and grayscale. Steps to make a lovely calendar: Print the page Laminate Cut Punch hole Give a nice ribbon Have a lovely Christmas :)

HAPPY NEW YEAR Colouring page - FREEBIE A fun classroom activity to practise converting fractions, decimals & percentages. Students connect the fractions, decimals and percentages that have the same value and colouring the page. The answer key is also included. Level of Difficulty: Beginner (Easy) Grades: 4th to 8th Learning Outcomes: Connect fractions, decimals and percentages. Also comply with Australian Curriculum: Connect fractions, decimals and percentages and carry out simple conversions (ACMNA157) More Resources: Colouring Pages Fun Activity Topics: Numbers Times Table Fractions Decimals Percentages Significant Figures Consumer Maths Financial Maths Algebra Pythagoras Theorem Measurement and Geometry Visit my shop :)