Polynomials are a set of terms that consist of a constant and a variable raised to the power of any non-negative integer, connected through operators (e.g., addition, subtraction). We are all familiar with using operators and how they work. All we now need to do is to learn how to

Architects and engineers often need to deal with various shapes and, more importantly, maintain a relative proportion with another shape. Similarity and congruence are two standard methods used to compare two figures. Let’s find out how these two concepts are used and what are the differences between them. What is

When we square a number, we multiply the number by itself. Square roots are the exact opposites: we divide the square by the number that was multiplied by itself. Square roots are denoted by the symbol √. In this blog, I will talk about how to find square roots with

Polynomials are algebraic expressions with fixed numbers called constants and terms that can change called variables, connected through operators like addition, multiplication, etc., and the power on the variables are always non-negative integers. Polynomials are almost used in every field that needs math. This blog will explain the basics of

We have turned a set of symbols and signs into a language to help us explain nature. Just look at the golden ratio of 1.618304, maintained to make aesthetically pleasing structures. We have learned to create complex shapes with a ruler and compass in geometry. We can portion the big

Mathematics often reveals hidden patterns in nature—and few are as iconic as the Fibonacci sequence. First introduced through a rabbit problem by the Italian mathematician Fibonacci, this sequence of numbers shows up everywhere, from spiraling galaxies to elegant staircases. Each number in the Fibonacci sequence is the sum of the

The Fibonacci sequence is more than just a mathematical curiosity—it’s a powerful pattern that appears in countless real-world scenarios. The Fibonacci sequence, named after the Italian mathematician Leonardo of Pisa, starts simply with 0 and 1. Each subsequent number is the sum of the previous two. While simple in structure,

Geometry is not just a subject confined to the walls of a classroom; it is an integral part of our daily lives, shaping the world around us in ways we often overlook. From the design of our homes to the structure of natural landscapes, the principles of geometry are omnipresent,

Ratios are more than just numbers on a page; they are a fundamental part of our daily lives, guiding decisions, shaping our understanding of the world, and even influencing our actions. But what exactly are ratios, and how do they manifest in the world around us? This article delves deep