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# Mathematics on the fingers of hyphae

Mathematics (other Greek, <Greek-Greek studies, science) - the science of structures, order and relations, historically formed on the basis of counting operations, measuring and describing the shape of objects. Mathematical objects are created by idealizing the properties of real or other mathematical objects and recording these properties in a formal language. Mathematics does not belong to the natural sciences, but is widely used in them both for the precise formulation of their content and for obtaining new results.

Mathematics is a fundamental science that provides (common) linguistic resources to other sciences; thereby revealing their structural interconnection and facilitating the discovery of the most general laws of nature.

Animation mathematics is not a dry graph and figures, in which it is sometimes impossible to understand. These are clear, visual animated pictures of the basic laws of mathematics. He looked at the hypha and much, still from school, becomes clear. Watch interesting even to those who did not understand;)

## How to draw an ellipse

An ellipse is a closed curve on a plane that can be obtained as the intersection of a plane and a circular cylinder or as an orthogonal projection of a circle onto a plane.

## How the Pascal Triangle Works

The Pascal triangle is at the vertex and at the sides of the unit, each number is the sum of the numbers above it.

## How quickly to multiply a binomial

A binomial or a binomial is a special case of a polynomial (polynomial) consisting of two terms of monomials (monomials).

## How to understand logarithms

What are logarithms?

## How not to get confused by transposing the matrix

Performing transposition of the matrix.

## It is evident that "Pythagorean pants are equal in all directions"

an illustrative example of the rule "Pythagorean pants in all directions are equal."

## Why is the sum of the outer corners of a polygon always 360 degrees

Visually, the sum of the outer corners of the polygon.

## How does the number "Pi" really look like

How does the Pi actually look like? There you are.

## If the length of an arc of a circle is equal in length to its radius, the resulting angle is equal to one radon

If the length of an arc of a circle is equal in length to its radius, the resulting angle is equal to one radon.

## Visualization of the sine (red) and cosine (blue) of the angle

Visualization of the sine (red) and cosine (blue) of the angle. There you are.

## Tangential curves

Tangent curves? There you are.

## How to translate a function from Cartesian to polar coordinate system

How to translate a function from Cartesian to polar coordinate system? There you are.

## How to draw a parabola

How to draw a parabola? There you are.

## The Riemann sum is the approximate area under the curve

The Riemann sum is the approximate area under the curve. There you are.

## How to draw a hyperbole

The correct way to draw a hyperbole.

## If we translate this into 3D, we get a hyperboloid

Schematic representation of hyperboloid. It's all straight lines, although it's hard to believe it!

## This is how the hyperboloid looks in real life

How the hyperboloid works in real life!

## Mathematical graphics are animated

Various mathematical and physical graphics.