maths working models for exhibition
Real and rational numbers have numerous practical applications in various fields. Here are some real-life examples: Real life examples of real/rational numbers – math’s working model Creating a working model using color paper and cardboard to illustrate real-life applications of real and rational numbers is a creative and educational project. Here are some ideas for … Read more
Creating a geometry shapes model using paper and cardboard is a wonderful way to learn about different geometric figures and their formulas. Below, I’ll guide you through making models for some basic shapes: Materials Needed: 1. Square: 2. Rectangle: 3. Circle: 4. Triangle: 5. Cylinder: 6. Cube: 7. Cone: 8. Sphere: 9. Pyramid: 10. Cuboid: … Read more
Creating a working model that demonstrates quadratic equations in real-life situations using colored paper and cardboard is a fantastic way to understand their practical applications. Here are 10 examples along with a step-by-step guide to create the model: Title: “Quadratic Equations in Action: Real-Life Examples” Materials Needed: 10 Examples of Quadratic Equations in Real Life: … Read more
Creating a 3D shapes working model that demonstrates total surface area (TSA), curved surface area (CSA), and volume formulas using colored paper and cardboard is an excellent educational project. Here’s a step-by-step guide: Title: “Exploring 3D Shapes: TSA, CSA, and Volume” Materials Needed: Step-by-Step Instructions: Your “3D Shapes: TSA, CSA, and Volume” working model is … Read more
Creating a working model that demonstrates various geometry concepts like points, rays, lines, intersecting lines, perpendicular lines, and segments using cardboard and colored paper is an excellent educational project. Here’s a step-by-step guide: Materials Needed: Step-by-Step Instructions: Your “Geometry in Real Life” working model is now ready for exhibition! This project effectively showcases how basic … Read more
Introduction: In the realm of mathematics, statistics stands as a powerful tool for unraveling the mysteries hidden within data. Mean, Median, Mode, Outlier, and Range are five key measures that provide valuable insights into the central tendencies and variations present in a dataset. Together, they form the bedrock of statistical analysis, aiding in the interpretation … Read more
Probability is a fascinating branch of mathematics that helps us understand the likelihood of different outcomes in uncertain situations. To make learning about probability engaging and interactive, we’ve created a hands-on working model game. Game Concept: In this game, we’ll be using a spinning wheel to simulate various random events. The wheel is divided into … Read more
Introduction: In this project, we will create a math square machine using cardboard and colored paper. This model will help visualize multiplication facts and patterns in a creative and interactive way. The machine will consist of rotating disks with numbers and will allow users to multiply two numbers to find the product. Materials Needed: Step-by-Step … Read more
Absolute value inequalities are mathematical statements that involve the absolute value of a variable and an inequality symbol (e.g., <, >, ≤, or ≥). Here are some real-life examples of situations where absolute value inequalities come into play: These are just a few examples where absolute value inequalities are applied to real-world scenarios, helping us … Read more
Arithmetic progression (AP) is a sequence of numbers in which the difference between consecutive terms remains constant. Here are some real-life examples of arithmetic progressions: These examples show how arithmetic progressions are encountered in various real-life scenarios, making them a useful concept in everyday situations and mathematical applications.
4 biology science project model making for science exhibition – diy – simple and easy | craftpiller Kidney: The kidney is a vital organ in the human body that plays a key role in the urinary system. Each person typically has two kidneys, located on either side of the spine, below the ribcage. The kidneys … Read more
Circle theorems are a set of principles and relationships that apply to angles, chords, and segments in circles. Understanding these theorems can help in solving geometry problems involving circles and their properties video instructions on making circle theorem math’s projects – tlm working model simple and easy #circletheorem #mathsproject #tlm #workingmodel #diy #craftpiller https://www.youtube.com/@howtofunda
Linear equations are algebraic equations that represent straight lines on a graph. They are called “linear” because their highest power of the variable(s) involved is 1. The general form of a linear equation in one variable (x) is: ax + b = 0 where ‘a’ and ‘b’ are constants, and ‘x’ is the variable. The … Read more
Quadrilaterals are four-sided polygons, and there are several types of quadrilaterals, each with its unique characteristics and properties. Here are some common types of quadrilaterals: Each type of quadrilateral has specific properties and relationships between its sides and angles. Understanding these properties is essential for solving geometric problems and working with shapes in various applications, … Read more
Real numbers are a broad and fundamental set of numbers that include all rational and irrational numbers. They form the foundation of the number system used in mathematics and have various properties that make them essential for a wide range of mathematical operations and applications. Real numbers can be represented on the number line, which … Read more