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The word "mathematics" refers to the concept of number, quantity, and shape. Mathematics is a broad subject – there are many branches of the field – but the essential idea is that numbers and shapes can be used to describe things in the world around us. For example, by using equations describing how water flows through a pipe, we can calculate how quickly a sink will fill up with water. This study is called hydraulics engineering, and it uses math!In this blog post we'll walk you through some basic mathematical concepts for those looking to get into mathematics or who want a refresher on their skills. We'll also throw in a few different video tutorials to help you understand!We'll start with a simple example of an equation that describes how water flows through a pipe. Once you have the basic understanding of equations, we're going to look at how to solve them – which can sometimes be more difficult! If you have the time to play around with some equations, we would really appreciate it – but don't feel pressured to do so. Mathematics is a great subject and there are always more things you want to learn about! We hope these math videos will help you learn about some interesting topics so that you can enjoy math as much as we do!In mathematics, there are two types of equations: differential equations and linear equations. Both equations are used to calculate quantities, but there are some important differences between the two. For example, linear equations can be solved by adding or subtracting; while this doesn't work for differential equations.A differential equation is an expression that involves some kind of derivative (the rate of change of something). This expression may then be integrated to find the solution. A linear equation is a type of differential equation that involves a total change in a single variable, which may then be integrated to find the solution. For example, if we have been told that "the force of gravity on the moon is one-sixth of the force on Earth," we can find out how far an object would fall by finding out how much it "increases" when it is displaced from Earth. In this case, we will integrate the function using the result of gravity on Earth and solve for "distance fallen. " Algebraically, the equation is "distance equals rate times time." This means that you can find the distance an object will fall by multiplying its "rate" of acceleration by how long it fell for. One equation of this type that you'll come across frequently is called Euler's formula. It's a formula that describes how to calculate the length of an object by taking into account rotations. The formula looks complicated, but with some basic Algebra skills, you can figure it out!Here are some examples of equations to test your knowledge further: Other videos you may like:(http://www.youtube.

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