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And why a doubled square number will not be another square number.

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Though I believed that it is never bad to learn lessons, whenever possible, when we were asked to learn squares of numbers by heart, it puzzled me as to what benefit would be give in practical life. Here are few of many answers that we found out during early teens.

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The concept of radical or root is an essential one. They are known as exponents with fractional power. It can also be defined as inverse an power. There are five methods you can use to solve radicals. They are as follows:
Solving radical algebra: We can use radical equation to define a variable a radical and use that variable solve radicals.

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He who fights with monsters should be careful lest he thereby become a monster. And if thou gaze long into an abyss, the abyss will also gaze into thee.
Nietzsche.

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Comparing square numbers to non-square numbers gives perspective on radical numbers.

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Explaining how to use completing the square to solve a quadratic function. Give an example. What is the discriminant of a quadratic function?

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Has your math teacher bugged you with the illegality of dividing by zero? Here’s a way to prove them wrong!

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In this article I will discuss what is complex number and how it can be represented algebrically and graphically. As well, I will discuss the basic theorems and concepts of complex numbers. In addition, what are the benefits of complex numbers and its applications.

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How to find the square root of a number without using a calculator.

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Anybody having difficulty with squares and square roots? Your guide awaits.