Hero image

Welcome to the onmaths resource shop

Average Rating2.36
(based on 8 reviews)

We are a maths GCSE website, helping parents, students and teachers.

794Uploads

119k+Views

25k+Downloads

We are a maths GCSE website, helping parents, students and teachers.
Quadratics: Expand quadratic (x^2 + bx + c) Powerpoint (Foundation GCSE)
onmathsonmaths

Quadratics: Expand quadratic (x^2 + bx + c) Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Quadratics: Expand (x^2 + bx + c). The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Expand (x^2 + bx + c) Skill Questions: Expand (x + a)(x + b) Expand (x – a)(x – b) Expand (x + a)(x – b) Expand (x – a)^2 Expand (cx + a)(dx + b) Expand (cx – a)(dx – b) Expand (cx + a)(dx – b) Mastery Questions: Expression For Area of Rectangle With Quadratic Algebra Find Shaded Area Expression Involving Two Expansions
Quadratics: Factorise (x^2 + bx + c) Powerpoint (Foundation GCSE)
onmathsonmaths

Quadratics: Factorise (x^2 + bx + c) Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Quadratics: Factorise (x^2 + bx + c). The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill questions so students can understand the basics whilst also working towards mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Factorise (x^2 + bx + c) Skill Questions: Factorise x^2 + bx + c Factorise x^2 – bx + c Factorise x^2 ± bx – c Factorise x^2 – c (Difference of Two Squares)
Proportion: Further Direct and Inverse Proportion Powerpoint (Higher GCSE)
onmathsonmaths

Proportion: Further Direct and Inverse Proportion Powerpoint (Higher GCSE)

(0)
A comprehensive powerpoint that covers the topic of Proportion: Further Direct and Inverse Proportion. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Further Direct and Inverse Proportion Skill Questions: Direct Proportion – Use Equation to Find y With x^2 Direct Proportion – Use Equation to Find x With x^2 Inverse Proportion – Use Equation to Find y With x^2 Inverse Proportion – Use Equation to Find x With x^2 Mastery Questions: Inverse Proportion – Derive Equation With x^3 Inverse Proportion – Derive Equation With Cube Root x Inverse Proportion Formula to the Square From Table Of Values
Pythagoras’ Theorem: From Right-Angled Triangle Powerpoint (Higher GCSE)
onmathsonmaths

Pythagoras’ Theorem: From Right-Angled Triangle Powerpoint (Higher GCSE)

(0)
A comprehensive powerpoint that covers the topic of Pythagoras’ Theorem: From Right-Angled Triangle. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: From Right-Angled Triangle Skill Questions: Find Hypotenuse Given Hypotenuse Mastery Questions: Pythagorean Triples Painting Pythagorean Triple Wooden Frame Two Step Problem Find Diagonal of Square Distance of Ladder From Wall Prove a Triangle Is A Right-Angled Triangle
Pythagoras’ Theorem: From Right-Angled Triangle Powerpoint (Foundation GCSE)
onmathsonmaths

Pythagoras’ Theorem: From Right-Angled Triangle Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Pythagoras’ Theorem: From Right-Angled Triangle. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: From Right-Angled Triangle Skill Questions: Find Hypotenuse Given Hypotenuse Mastery Questions: Pythagorean Triples Painting Pythagorean Triple Wooden Frame Two Step Problem Find Diagonal of Square Distance of Ladder From Wall Prove a Triangle Is A Right-Angled Triangle
Pythagoras’ Theorem: From Line Segment Powerpoint (Higher GCSE)
onmathsonmaths

Pythagoras’ Theorem: From Line Segment Powerpoint (Higher GCSE)

(0)
A comprehensive powerpoint that covers the topic of Pythagoras’ Theorem: From Line Segment. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill questions so students can understand the basics whilst also working towards mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: From Line Segment Skill Questions: Find Length Of Line Segment With Graph Find Length Of Line Segment Without Graph (+ve coords) Find Length Of Line Segment Without Graph (-ve coords)
Pythagoras’ Theorem: From Line Segment Powerpoint (Foundation GCSE)
onmathsonmaths

Pythagoras’ Theorem: From Line Segment Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Pythagoras’ Theorem: From Line Segment. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill questions so students can understand the basics whilst also working towards mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: From Line Segment Skill Questions: Find Length Of Line Segment With Graph Find Length Of Line Segment Without Graph (+ve coords) Find Length Of Line Segment Without Graph (-ve coords)
Quadratics: Expand and Factorise (ax^2 + bx + c) Powerpoint (Higher GCSE)
onmathsonmaths

Quadratics: Expand and Factorise (ax^2 + bx + c) Powerpoint (Higher GCSE)

(0)
A comprehensive powerpoint that covers the topic of Quadratics: Expand and Factorise (ax^2 + bx + c). The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill questions so students can understand the basics whilst also working towards mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Expand/Factorise (ax^2 + bx + c) Skill Questions: Expand (cx + a)(dx + b) Expand (cx – a)(dx – b) Expand (cx + a)(dx – b) Factorise (a > 1 and a = prime) Quadratic Algebraically ax^2 + bx + c = 0 Factorise (a > 1 and a = prime) Quadratic Algebraically ax^2 – bx + c = 0 Factorise (a > 1 and a = prime) Quadratic Algebraically ax^2 ± bx – c = 0 Factorise (a > 1 and a not prime) Quadratic Algebraically ax^2 + bx + c = 0 Factorise (a > 1 and a not prime) Quadratic Algebraically ax^2 – bx + c = 0 Factorise (a > 1 and a not prime) Quadratic Algebraically ax^2 ± bx – c = 0
Probability: Probability From Combined Events Powerpoint (Higher GCSE)
onmathsonmaths

Probability: Probability From Combined Events Powerpoint (Higher GCSE)

(0)
A comprehensive powerpoint that covers the topic of Probability: Probability From Combined Events. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill questions so students can understand the basics whilst also working towards mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Probability From Combined Events Skill Questions: Find Probability From Two Outcomes With Sample Space Diagram (X Spinners) Probability From Two Outcomes (Named Outcomes) Sample Space Diagram From Two Outcomes (Spinners)
Probability: Independent And Frequency Tree Diagrams Powerpoint (Foundation GCSE)
onmathsonmaths

Probability: Independent And Frequency Tree Diagrams Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Probability: Independent And Frequency Tree Diagrams. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Independent And Frequency Tree Diagrams Skill Questions: Complete Frequency Tree Diagram Complete Independent Tree Diagram Find Probability (A and A) From Independent Tree Diagram Find Probability (Different) From Independent Tree Diagram Mastery Questions: Probability From A Frequency Tree Diagram Find Probability (A and A) From Independent Without Tree Diagram
Probability: Conditional Probability Tree Diagrams Powerpoint (Foundation GCSE)
onmathsonmaths

Probability: Conditional Probability Tree Diagrams Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Probability: Conditional Probability Tree Diagrams. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Conditional Probability Tree Diagrams Skill Questions: Complete Conditional Tree Diagram Find Probability (A and A) From Conditional Tree Diagram Find Probability (Different) From Conditional Tree Diagram Mastery Question: Find Probability (Different) From Conditional Without Tree Diagram
Proportion: Proportion Problems Powerpoint (Foundation GCSE)
onmathsonmaths

Proportion: Proportion Problems Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Proportion: Proportion Problems. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Proportion Problems Skill Questions: Best Value Between Three Items Find Money For x hours if Given Money For y Hours Recipes – Find Required Amounts for x Given Amounts for y (Decimal Answer) Using Simple Exchange Rate Using Reverse Exchange Rate Identify Direct Proportion From Graph Inverse Proportion – Worded Question (Integer Answer) Inverse Proportion – Worded Question (Decimal Answer) Mastery Questions: Cheapest shop Recipes Exchange Rates Problem Price of Grams given Price of Kg
Quadratics: Solve (x^2 + bx + c) Powerpoint (Higher GCSE)
onmathsonmaths

Quadratics: Solve (x^2 + bx + c) Powerpoint (Higher GCSE)

(0)
A comprehensive powerpoint that covers the topic of Quadratics: Solve (x^2 + bx + c). The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Solve (x^2 + bx + c) Skill Questions: Solve Basic Quadratic ax^2 = c Solve Basic Quadratic ax^2 + c = d Find Roots (Solve) Difference of Two Squares Algebraically x^2 – c Solve (a = 1) Quadratic Algebraically x^2 + bx + c = 0 Solve (a = 1) Quadratic Algebraically x^2 – bx + c = 0 Solve (a = 1) Quadratic Algebraically x^2 ± bx – c = 0 Mastery Questions: Find x From Area Of Square Involving Forming And Solving Quadratic Find x From Angles In Triangle Involving Forming And Solving Quadratic Use Difference Of Two Squares To Find Numbered Multiplication Rearrange And Solve Quadratic
Quadratics: Solve (x^2 + bx + c) Powerpoint (Foundation GCSE)
onmathsonmaths

Quadratics: Solve (x^2 + bx + c) Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Quadratics: Solve (x^2 + bx + c). The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Solve (x^2 + bx + c) Skill Questions: Solve Basic Quadratic ax^2 = c Solve Basic Quadratic ax^2 + c = d Find Roots (Solve) Difference of Two Squares Algebraically x^2 – c Solve (a = 1) Quadratic Algebraically x^2 + bx + c = 0 Solve (a = 1) Quadratic Algebraically x^2 – bx + c = 0 Solve (a = 1) Quadratic Algebraically x^2 ± bx – c = 0 Mastery Questions: Find x From Area Of Square Involving Forming And Solving Quadratic Find x From Angles In Triangle Involving Forming And Solving Quadratic Use Difference Of Two Squares To Find Numbered Multiplication Rearrange And Solve Quadratic
Quadratics: Completing The Square Powerpoint (Higher GCSE)
onmathsonmaths

Quadratics: Completing The Square Powerpoint (Higher GCSE)

(0)
A comprehensive powerpoint that covers the topic of Quadratics: Completing The Square. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill questions so students can understand the basics whilst also working towards mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Completing The Square Skill Questions: Complete The Square For x^2 + bx + c Complete The Square For x^2 – bx – c Complete The Square For ax^2 + bx + c Complete The Square For ax^2 – bx – c Solve By Completing The Square For x^2 + bx + c (as surd) Solve By Completing The Square For ax^2 – bx – c (as surd)
Scatter Graphs: Draw And Describe Scatter Graphs Powerpoint (Higher GCSE)
onmathsonmaths

Scatter Graphs: Draw And Describe Scatter Graphs Powerpoint (Higher GCSE)

(1)
A comprehensive powerpoint that covers the topic of Scatter Graphs: Draw And Describe Scatter Graphs. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Draw And Describe Scatter Graphs Skill Questions: Complete Scatter Graph Scatter Graph Describe Relationship Scatter Graph Type Of Correlation Mastery Questions: Identify Axis Label On Scatter Graph Correlation and Causation
Lengths And Areas In Sectors Powerpoint (Higher GCSE)
onmathsonmaths

Lengths And Areas In Sectors Powerpoint (Higher GCSE)

(0)
A comprehensive powerpoint that covers the topic of Lengths And Areas In Sectors. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Lengths And Areas In Sectors Skill Questions: Find Area of Quarter Circle Find Perimeter of Quarter Circle Find Area of Sector Find Length of Arc Perimeter of Sector Mastery Questions: Circle in Square Area Problem Sector Area Involving Two Sectors and Real Life Find Perimeter of Sector Given Area of Sector and Angle
Circumference of Circle Powerpoint (Foundation GCSE)
onmathsonmaths

Circumference of Circle Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Circumference of Circle. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Circumference of Circle Skill Questions: Circumference From Diameter Circumference From Radius Circumference From Radius (In Terms Of Pi) Find Diameter Given Circumference Mastery Questions: Parts of a Circle Find Number of Revolutions On A Wheel Given Diameter
Lengths And Areas In Sectors Powerpoint (Foundation GCSE)
onmathsonmaths

Lengths And Areas In Sectors Powerpoint (Foundation GCSE)

(0)
A comprehensive powerpoint that covers the topic of Lengths And Areas In Sectors. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Lengths And Areas In Sectors Skill Questions: Find Area of Quarter Circle Find Perimeter of Quarter Circle Find Area of Sector Find Length of Arc Perimeter of Sector Mastery Questions: Sector Area Involving Two Sectors and Real Life Find Perimeter of Sector Given Area of Sector and Angle
Area and Circumference of Circle Powerpoint (Higher GCSE)
onmathsonmaths

Area and Circumference of Circle Powerpoint (Higher GCSE)

(0)
A comprehensive powerpoint that covers the topic of Area and Circumference of Circle. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Area and Circumference of Circle Skill Questions: Circumference From Diameter Circumference From Radius Circumference From Radius (In Terms Of Pi) Find Diameter Given Circumference Area From Radius Area From Diameter Area From Diameter (In Terms Of Pi) Find Radius Given Area Mastery Questions: Parts of a Circle Find Number of Revolutions On A Wheel Given Diameter Area of Circle In Shaded Trapezium