maths models for exhibition
Creating a working model to display various types of graphs (line graph, pie chart, histogram, pictograph) on a rotating sky wheel can be an engaging and interactive project for teaching mathematical concepts. Here’s a step-by-step guide to help you build this model using cardboard, color paper, and chopsticks. Materials Needed: Video Steps to Build the … Read more
Creating a working model of the parts of a circle using LED lights, serial lights, and switches will be a fun and educational project. This model will help in visually demonstrating different parts of a circle, such as the radius, diameter, circumference, and sectors, using lights controlled by individual switches. Here’s a step-by-step guide to … Read more
Objective To create a rotating model displaying different types of graphs: line graph, histogram, bar graph, pie chart, pictograph, and area graph using chopsticks and cardboard for a math’s exhibition. Materials Needed Step by Step Video Instructions Step 1: Prepare the Circular Base Step 2: Create the Graph Bases Step 3: Attach the Graphs to … Read more
Creating working models based on mensuration (the mathematical study of geometric shapes, areas, and volumes) can be both educational and fun. Here are 25 ideas for working models that illustrate various concepts in mensuration: Basic Shapes and Their Properties Intermediate Models Advanced Models Creative and Interactive Models Large-Scale Models
Creating a working model for teaching mensuration formulas specifically for 3D figures can be a highly effective teaching tool. Here’s a comprehensive guide to making a DIY math TLM (Teaching Learning Material) working model that includes various 3D figures and their mensuration formulas. Materials Needed 3D Figures to Include Steps to Create Each Model 1. … Read more
Creating a working model for teaching mensuration formulas can be a highly effective Teaching Learning Material (TLM). Here are some ideas and instructions on how to make a comprehensive, interactive model that helps students understand and apply various mensuration formulas: Materials Needed Step-by-Step Video Instructions 2D Shapes Model 3D Shapes Model Assembly and Presentation By … Read more
Here are 10 math working models focused on angles, suitable for educational purposes: 1. Angle Measuring Tool 2. Angle Sum Triangle Model 3. Constructing Angles with Compass and Ruler 4. Angles in Polygons Model 5. Angle Relationships in Parallel Lines Cut by a Transversal 6. Angle Estimation Game 7. 3D Angles Model 8. Angle Puzzles … Read more
Creating a rotating model to demonstrate different types of polynomials using an octagonal (8-faced) polygon is an excellent way to visually and interactively teach mathematical concepts. Here’s a step-by-step guide to help you build this working model: Materials Needed: Step-by-Step Instructions: Step 1: Create the Octagonal Base Step 2: Prepare the Polynomial Graphs Step 3: … Read more
Creating a rotating model that visually represents different types of basic mathematical functions can be a great hands-on teaching and learning material (TLM). Here’s a step-by-step guide to help you build a graphing model inspired by a merry-go-round concept: Materials Needed: Step-by-Step Instructions: Step 1: Create the Base Structure Step 2: Prepare the Graphs Step … Read more
The rational number model is designed to visually represent and aid in the understanding of rational numbers. Rational numbers are those that can be expressed as a fraction of two integers, where the denominator is not zero. Creating a teaching-learning model (TLM) to demonstrate different types of functions and relations in mathematics can be an … Read more
The purpose of creating a working model of algebraic expressions is to provide a tangible representation of abstract mathematical concepts. Algebraic expressions are fundamental in algebra and mathematics, serving as the building blocks for solving equations, analyzing patterns, and describing relationships between variables. Creating a working model to demonstrate algebraic expressions using cardboard and colored … Read more
Circle theorems are a set of fundamental principles in geometry that describe the relationships between angles, radii, chords, tangents, and other components of a circle. These theorems form a crucial part of the study of Euclidean geometry and have numerous applications in fields such as engineering, architecture, and various sciences. The working model of circle … Read more
The laws of exponents, also known as exponent rules, are mathematical guidelines that describe how to manipulate and simplify expressions involving powers of numbers or variables. These rules are foundational in algebra and are used extensively in higher mathematics, science, engineering, and computer science. A working model of the laws of exponents provides a concrete … Read more
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