maths working models for exhibition
Points and lines are foundational concepts in geometry, forming the basis for more complex geometric structures and theorems. A point represents a precise location in space with no dimensions—no length, width, or height. It is typically denoted by a dot and labeled with a capital letter. A line, on the other hand, is an infinite … Read more
Quadrilaterals are a fundamental category of polygons in geometry, consisting of four sides (edges) and four vertices (corners). These shapes come in various forms, each with its unique properties and characteristics. Common types of quadrilaterals include squares, rectangles, parallelograms, trapezoids, and rhombuses. Understanding quadrilaterals is crucial as they form the basis for more advanced geometric … Read more
To help students grasp the basics of the coordinate plane, including the x-axis, y-axis, origin, and the four quadrants. A coordinate geometry model is a powerful educational tool that visually represents these concepts, providing a hands-on approach to learning and exploration. It can include physical models, digital simulations, or interactive activities designed to illustrate the … Read more
An angles working model provides an interactive and visual approach to exploring angle concepts, aiding learners in comprehending angle measurement, classification, and properties in a dynamic and engaging manner. Creating a working model to demonstrate angles using cardboard and colored paper is a great hands-on approach to help students understand different types of angles. Here’s … Read more
To demonstrate the application of various formulas used in profit and loss calculations, such as the formulas for calculating profit, loss, cost price, selling price, and profit percentage. Learners can see how these formulas are derived and apply them to solve real-world problems. Creating a working model to demonstrate profit and loss formulas using cardboard … Read more
A number line is a fundamental mathematical tool used to represent and visualize the order and magnitude of numbers along a straight line. It provides a graphical representation of the real number system, including integers, fractions, decimals, and irrational numbers. Creating a number line working model using cardboard and colored paper is a simple yet … Read more
Angles formed by parallel lines and a transversal are a fundamental concept in geometry that helps understand the relationships between angles and parallel lines. When a transversal intersects two parallel lines, it creates several pairs of angles with specific properties. These angles have consistent relationships, enabling us to make predictions and solve geometric problems. Creating … Read more
To familiarize learners with the basic components and terminology associated with circles, including the center, radius, diameter, circumference, arc, sector, chord, and tangent. Creating a working model to demonstrate the parts of a circle for a mathematics teaching and learning material (TLM) is a great way to help students understand the components of a circle. … Read more
The number system is a foundational concept in mathematics that provides a framework for representing, organizing, and manipulating numerical quantities. It encompasses various types of numbers, including natural numbers, whole numbers, integers, rational numbers, irrational numbers, and complex numbers. Creating a number system working model for a mathematics teaching and learning material (TLM) is a … Read more
Creating a 3D shapes working model with properties can be a great math teaching aid. Here’s how you can do it using cardboard and color papers: Materials Needed: Shapes to Include: Step by Step Video Instructions on 3d shape math’s properties: This 3D shapes working model serves as an excellent math teaching aid, helping students … Read more
A circle is a fundamental geometric shape defined by a set of points in a plane that are equidistant from a fixed center point. Understanding the various parts of a circle is essential in geometry. Here’s an introduction to the key components of a circle: Creating a working model of the parts of a circle … Read more
Angles are fundamental geometric elements that measure the amount of rotation between two intersecting lines. They are classified into various types based on their measures and characteristics. Here’s an introduction to the common types of angles: Understanding the types of angles is crucial in geometry, trigonometry, and various mathematical applications. Angles are often identified by … Read more
Introduction to Place Value: Place value is a fundamental concept in mathematics that helps us understand the numerical value of each digit in a number based on its position or place in the number. It forms the basis for our entire number system and is crucial for performing arithmetic operations and solving mathematical problems. Key … Read more
Trigonometric identities are mathematical equations that involve trigonometric functions. These identities are true for all possible values of the variables within their respective domains. Understanding and utilizing these identities are essential in solving trigonometric equations and simplifying expressions in trigonometry. working model for trigonometric identities making Creating a working model for trigonometric identities using cardboard … Read more
Algebraic expressions are mathematical phrases that include numbers, variables, and operations (such as addition, subtraction, multiplication, and division). These expressions can represent relationships, quantities, or operations in a concise and symbolic manner. Understanding algebraic expressions is fundamental in algebra and provides a powerful tool for solving problems and expressing mathematical relationships. Working model for algebraic … Read more