secret of pyramid

                                                    
Our ancient temples had the pyramid ratio -- to keep prasadam fresh .  A Vaastu pyramid slows down  putrefaction of food.  Sharp sword blades placed in a N/S direction sharpens by itself to razor edges --like magic.

                                            

The Sri Yantra large pyramid, showing exactly the same relationship between pi and phi . The ratio of the hypotenuse to half the base is phi, the Golden Ratio-- or 'divine proportion', given by (1 + square-root 5)/2 (its value to five decimal places is 1.618033989 ).

    
A golden rectangle is a rectangle whose side lengths are in the golden ratio, 1: 1.618. whose reciprocal is 0.618033989 . . . . . so that we have 1/G = 1 + G.

Fibonacci was a 12th century Italian who studied the 8000 year old Indian Vedic Mathematics from the Arabians at Bejaya, Algeria, and took this knowledge to Europe.  

Egypt Pyramids

 

Egypt Pyramids secrets

Egypt Pyramids Secrets

A team of scholars from architecture, Egyptology that the pharaohs were able to cancel gravity when lifting stones used in building the pyramids and move long distances through the direct sound and vibrations ELECTROSTATIC SPRAYING shipments to facilitate the lifting and Dr University architecture professor and expert on Egyptology to the editor that the scientific This interpretation of the method of building the egypt pyramids came through Brdetyn .. The first in a cemetery in one of the architects of the Middle Karnak and the second in the Louvre Museum in Paris. And said: "The Pharaohs were able to control many of the cosmic forces and exploited to achieve its purposes, and used scientific Balbndul in the development of stones to be consistent with the trend of veins in the mountains to be more resistant to erosion.the egypt pyramids secrets and miracle are the Pharaonic how to adjust the angle and the linked geometry of the universe and the movement of the stars and the magnetic and geographic trends of the earth. This theory prove wrong assumptions about the way in which built the egypt pyramids secrets.
This is a story that appeared on the front page of the pyramids .. Which shows us the views of some scholars of architecture at the University of Cairo and Egyptologists method for building the pyramid .. New ideas are old does not depart from suggestions by aliens when they failed to reach a real secret method of building of the egypt pyramids.

Secrets of magnetic power hidden inside the Giza pyramidThe height of the Great Pyramid in Egypt (Giza) 149.4 meters and the distance between the Earth and the sun of 149.4 million kilometers exactly.
There is no cement at all to install the stones, Al Ahram

but use the type of oil with which to fill drilling over the stone and then ignites and then placed the stone chipped away at the other, he spoke to the air stone puberty (the idea of cups of air).
Did you know that the measurements of the pyramidDid you know that the area of the Great Pyramid base twelve acres and a half?
Average weight of each stone in the pyramid, 302.5 tons.
Said Herodotus: The (100000) A man built this pyramid for over 20 yearsCan you believe that the temperature inside the room the great Pyramid of King throughout the year does not exceed 22 degrees Celsius!! The reason for the presence of holes Ichterqan rocks on both sides of the pyramid.
To strip the scientists analyzed the areas of Al-Ahram in Giza

stones and found traces of chemicals prove that they are cut off from the ends of these stones at the south of Egypt chemicals which confirms that the pharaohs were aware of the chemistry.
Building hierarchical resist earthquakesIt has been to Egypt waves of earthquakes with varying degrees of seriousness, however, the pyramids in all their forms and did not collapse did not turn out to like the ruins of buildings and monuments.
Al-Ahram and its relationship to the sun

In the first scientific study of its kind carried out by the Czech world Professor "Ladislav Kachinki" prove the relationship between sunrise and sunset and the building of the pyramids, after a long search for three full years involved with a group of scientists and came out the results confirm Facts,,,, it

the secret rooms at the Great Pyramid in Giza

Robot designed to explore the tunnel, no one could reach it and open the secret room remained unlocked 4500 years .

How find the scret door at the Great pyramidArchaeologists announced that its heavy specialized robot inside the secret rooms at the Great Pyramid in Giza Link deeper than one yet. The robot is designed to explore the deep tunnel was not able robot earlier access and open the secret doors remained closed since 4500 years. Completed building automation explorer researchers at the University of Leeds in collaboration with Dsao French aerospace company Scowtek British manufacturing robots. It will be equipped with a camera using optical fiber to look beyond the angles and probe to test the quality of the stone and a small robot that can enter a space no more than a diameter of 1.78 cm.
The robot uses a special door at the wheels made of nylon and carbon fibers do not affect the stone pyramid sensor.
The Systems Engineer and Chief of Mission Shaun Whitehead told the Tech News Daily all devices and equipment designed from scratch, adding that the robots previous walking on the rail come into contact with the ground and the roof during the movement, while the new robots are used pillows soft to climb walls like larva or the way they used Mstlqo rocks to climb chimneys. There is no need for friction, but will the wheels to slip.
And its heavy robot through a tunnel in the tomb of Queen, which penetrates the pyramid in the rear other than the tomb of King, where the tunnels lead out of the Great Pyramid to be able to go into the spirit of life.
This is the third time that the robot tries to reach the end of the tunnel is located in the tomb of the Queen.

The expedition first found that the giant rock blocking the tunnel and the second robot discovered another door behind him. The newspaper quoted Kristain Science Monitor for researchers at the University of Leeds, they designed the new robot specifically to overcome these barriers using robots as small and drill automated thereto

Pyramids show

sound and light show at pyramids is mix between the sound and light it's talk about the history of ancient egypt ,how the egyptian pyramids built , the most famous kings of egypt ,
the show can not be described, you have to see by your eyes, I found myself among the last lap of the old myths, the price was not very expensive. It's fun to try it must ,
An Attractive show it made me feel that Sphinx spoke to me What a wonderful feeling I wanna see it again and again.

egypt pyramid secrets

proved that there is movement of the turbulence energy emitted from the top or the top room, the higher the diameter and height of 8 feet in diameter and 6 inches above the pyramid made of cardboard and a height of 4 inches and also found that if placed on quartz crystals hierarchical model it increases the energy of the pyramid.

egypt pyramid was also proven that there is a hierarchy within a magnetic field change of existing forces, as it is known that a magnetic field can prevent the entry into force of electricity or alter the magnetic field is .. This indicates that there is an electromagnetic field in the pyramid .. The strength of this field Othblg 13,000 Gauss, while the area of land is 1 Gauss, and this is the reason for the seed-breeding and activate enzymes.

These are some of the findings of scientists on the pyramids secrets :

1- re-polish jewelry and coins that have been oxidized.

2- re-purity water contaminated after being placed inside the pyramid for several days.

3- keep milk fresh for several days and when He got to change after that turn to Yogurt ... While the sour milk if placed inside a geometric shape is not a pyramid .. This result has lured some of the milk producers designed to save the hierarchy of containers of milk it sells.

4- dried flowers, but retain their shape, color and smell.

5- wounds and blisters and burns heal more quickly if presented to the area of energy hierarchy has proven to be dental pain and migraine headaches as well as fade and fade away the pain of rheumatism.

6- plants grow faster in inside the pyramid by the outside.

7- facial wash water, which may be placed inside the pyramid for the skin to return to the youth and freshness and helps to remove wrinkles.

8- sheets of aluminum, which placed the meat and poultry when introduced to the oven if left for a certain period accelerate the culmination of the food if cooking inside them.

9- sit under the form into the pyramid for some time gives an impression of comfort and help to reach a state of meditation and dispel the situation and end the nervous tension.

10- food items placed inside the pyramid, retaining its original flavor and smell good for a longer set than outside it.

11- sit inside the pyramid for several hours a day or twice a week and drinking water from the inside more of the labor and restores youth and gain more vitality and activity.

12- razors used if it is placed within a hierarchy of several days to regain its unity and can be used after that for several times.

13- food and remnants of food and garbage if it is placed within a hierarchy of garbage they dry up without a shot being rotten smell.

The theory of Five:

** In 1877, the world emerged Joseph Sais American theory of strange,,,, is a "theory of Five," which he says:

The pyramid has five aspects, including the base of the pyramid and the five pillars and all corners of the pyramid is (5 / 1) of the arm, a measure of an old (2 / 1).

Is the number 5 is in control of the pyramid is engineered and astronomer Will has to do with the number 5 reference to fingers, toes and senses and panels Moses.

This view is the view of engineering purely astronomical means that the dynamic geometric form or geometry hierarchy contains the vital energy in the center of a particular form of procedure in a vacuum affect the physiology of members of animal or plant.

Experiences with the positive affect of the vital forces of the hidden or apparent, and the pyramid has a five-faceted engineering controls and astronomical in terms of development and its components, plastic and confirms that there is a secret of power in the vacuum of the pyramid, making him the power hidden healing through research and studies that confirm that the secret lies in the force Five of the pyramidal shape with the electromagnetic field is compatible with the north-south axis of the Earth with a precision of distance to the pyramid shape to the extent that the door of the pyramid towards the polar star.

Not to mention that there were factors other reliable dynamic secret of these supernatural powers.

First, the geometry:

The pyramid has the characteristics of engineering as a miraculous rally to extraordinary and special forces like gravity, is absorbed and directed at the center of peak internal and external that leaves a strong center from top to al Qaeda's as if the summit gathering center ground forces across the base and then after assembly is a response in line straight like a laser in a package of electromagnetic fields and intense solidarity in the heart of the pyramid as a geometric ...... It may be geometry Kchwet through the peak of the forces of global-electric through the top that do not accrue only in the shape hierarchy.

Second, the trend towards the northern axis - South:

The trend towards the central north - south magnetic may positively affect human health and has worked to revitalize the glands and vital enzymes in the human body and activates the circulation and nervous system activity and hormones of the body, which strengthens the immunity gained and repel any invasion by microbial striker or hidden forces which protect it from harmful diseases and helped him to recover from any disease of the Film It is known that on the human body electromagnetic aura or supported the stronger external forces increased electromagnetic immunity rights, God willing, it impenetrable shield against disease, but is strange that the human personality be strong and very influential to the degree of control over others easily to the force of gravity this energy So-called rights and attractive. Is the secret of the extraordinary power inside the pyramid lies in a pool of electromagnetism and other at some point or inside the pyramid is to reduce the gravity and maintain the physical energy of the human person without a waste product of the pyramid engineering portfolios of energy within the body but the complex of power and motivation of the bomber and the energies of rights and powers hidden. They say that man on the Moon have more strength, speed, and thought out, intelligent and justify the erosion and weak lunar gravity does the human being lighter inside the pyramid, which means twice the gravity inside the pyramid, as if gravity attracts the forces and energies and because of gravity inside the pyramid Vijv weaken the rights to withdraw the forces, making it a strong .

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Maths Poem

A MATH POEM ON FRIENDSHIP

0% INVEST AND 100% INTEREST

Friendship is infinity,
containing only plus points.
So, my friend you are a Modulus.
If the world is a circle,
You are a point on the circumference,
I am a tangent,
which will touch the circle at that point.
If I am a straight lineYou are a lso the same my friend.
For we are not perpendicular,
but always coincide.

Trigonometry

Applications of Trigonometry in Real life

• Trigonometry is commonly used in finding the height of towers and mountains.

• It is used in navigation to find the distance of the shore from a point in the sea.

• It is used in oceanography in calculating the height of tides in oceans

• It is used in finding the distance between celestial bodies

• The sine and cosine functions are fundamental to the theory of periodic functions such as those that describe sound and light waves.

• Architects use trigonometry  to calculate structural load, roof slopes, ground surfaces and many other aspects, including sun shading and light angles

Application

Introduction:

•  The Laplace transform is named in honor of mathematician and astronomer Pierre-Simon Laplace, who used the transform in his work on probability theory.

• Like the Fourier transform, the Laplace transform is used for solving differential and integral equations.

• Laplace transform is a widely used integral transform.

• Laplace transform is just a shortcut for complex calculations.

 Real Life Applications:

•    The Laplace transform turns a complicated nth order differential equation to a corresponding nth degree polynomial.
  
  
• In physics and engineering, it is used for analysis of linear time-invariant systems such as electrical circuits, harmonic oscillators, optical devices, and mechanical systems.

• The Laplace transform is one of the most important equations in digital signal processing and electronics.

•  In Nuclear physics, Laplace transform is used to get the correct form for radioactive decay.

• It has also been applied to the economic and managerial problems, and most recently, to Materials Requirement Planning (MRP) 

• The Laplace transform reduces a linear differential equation to an algebraic equation, which can then be solved by the formal rules of algebra

maths in nature

MATHS AND NATURE

"The laws of nature are but the mathematical thoughts of God"

                                                                                      - Euclid

Mathematics is everywhere in this universe. We seldom note it. We enjoy nature and are not interested in going deep about what mathematical idea is in it. Here are a very few properties of mathematics that are depicted  in nature.

SYMMETRY

Symmetry is everywhere you look in nature .

Symmetry is when a figure has two sides that are mirror images of one another. It would then be possible to draw a line through a picture of the object and along either side the image would look exactly the same. This line would be called a line of symmetry.

There are two kinds of symmetry.

One is bilateral symmetry in which an object has two sides that are mirror images of each other.

The human body would be an excellent example of a living being that has bilateral symmetry.




Few more pictures in nature showing bilateral symmetry.

The other kind of symmetry is radial symmetry. This is where there is a center point and numerous lines of symmetry could be drawn.

The most obvious geometric example would be a circle.



Few more pictures in nature showing radial symmetry.

SHAPES

Geometry is the branch of mathematics  that describes shapes.

Sphere:

A sphere  is a perfectly round geometrical object in three-dimensional space, such as the shape of a round ball.

The shape of the Earth is very close to that of an oblate spheroid, a sphere flattened along the axis from pole to pole such that there is a bulge around the equator.

Hexagons:

Hexagons are six-sided polygons, closed, 2-dimensional, many-sided figures with straight edges.

 
For a beehive, close packing is important to maximise the use of space. Hexagons fit most closely together without any gaps; so hexagonal wax cells are what bees create to store their eggs and larvae.

Cones:

A cone is a three-dimensional geometric shape that tapers smoothly from a flat, usually circular base to a point called the apex or vertex.

Volcanoes form cones, the steepness and height of which depends on the runniness (viscosity) of the lava. Fast, runny lava forms flatter cones; thick, viscous lava forms steep-sided cones.

Few more cones in nature:

Parallel lines:

In mathematics, parallel lines stretch to infinity, neither converging nor diverging.

These parallel dunes in the Australian desert aren't perfect - the physical world rarely is.

Fibonacci spiral:

If you construct a series of squares with lengths equal to the Fibonacci numbers (1,1,2,3,5, etc) and trace a line through the diagonals of each square, it forms a Fibonacci spiral.

Many examples of the Fibonacci spiral can be seen in nature, including in the chambers of a nautilus shell.

 
 
 
 
 
 
 
 
 
 
 
 

SOMU

Locus
The set of all points that share a property. This usually results in a curve or surface. Example: A Circle is "the locus of points on a plane that are a certain distance from a central point". As shown below, just a few points start to look like a circle, but if you collect ALL the points, you will actually have a circle.

Basic

What is an Equation

An equation says that two things are equal. It will have an equals sign "=" like this:

x

+

2

=

6

That equations says: what is on the left (x + 2) is equal to what is on the right (6)
So an equation is like a statement "this equals that"

Parts of an Equation

So people can talk about equations, there are names for different parts (better than saying "that thingy there"!)
Here we have an equation that says 4x-7 equals 5, and all its parts:

	A Variable is a symbol for a number we don't know yet. It is usually a letter like x or y. A number on its own is called a Constant. A Coefficient is a number used to multiply a variable (4x means 4 times x, so 4 is a coefficient) An Operator is a symbol (such as +, ×, etc) that represents an operation (ie you want to do something with the values).
	A Term is either a single number or a variable, or numbers and variables multiplied together. An Expression is a group of terms (the terms are separated by + or - signs)

So, now we can say things like "that expression has only two terms", or "the second term is a constant", or even "are you sure the coefficient is really 4?"

Exponents

The exponent (such as the 2 in x2) says how many times to use the value in a multiplication. Examples: 82 = 8 × 8 = 64 y3 = y × y × y y2z = y × y × z

Exponents make it easier to write and use many multiplications

Example: y⁴z² is easier than y × y × y × y × z × z, or even yyyyzz

Polynomial

Example of a Polynomial: 3x² + x - 2

A polynomial can have constants, variables and the exponents 0,1,2,3,...
And they can be combined using addition, subtraction and multiplication, ... but not division!

Monomial, Binomial, Trinomial

There are special names for polynomials with 1, 2 or 3 terms:

Like Terms

Like Terms are terms whose variables (and their exponents such as the 2 in x²) are the same.
In other words, terms that are "like" each other. (Note: the coefficients can be different)

Example:

(1/3)xy2

-2xy2

6xy2

Are all like terms because the variables are all xy²

Polynomial

Definition of a polynomial

Before giving you the definition of a polynomial, it is important to provide the definition of a monomial

Definition of a monomial:

A monomial is a variable, a real number, or a multiplication of one or more variables and a real number with whole-number exponents

Examples of monomials and non-monomials

Monomials	9	x	9x	6xy	0.60x4y
Not monomials	y - 6	x-1 or 1/x	√(x) or x1/2	6 + x	a/x

Polynomial definition:

A polynomial is a monomial or the sum or difference of monomials. Each monomial is called a term of the poynomial

Important!:Terms are seperated by addition signs and subtraction signs, but never by multiplication signs

A polynomial with one term is called a monomial

A polynomial with two terms is called a binomial

A polynomial with three terms is called a trinomial


Examples of polynomials:

Polynomial	Number of terms	Some examples
Monomial	1	2, x, 5x3
Binomial	2	2x + 5, x2 - x, x - 5
Trinomial	3	x2 + 5x + 6, x5 - 3x + 8

Difference between a monomial and a polynomial:

A polynomial may have more than one variable.

For example, x + y and x² + 5y + 6 are still polynomials although they have two different variables x and y

By the same token, a monomial can have more than one variable. For example, 2 × x × y × z is a monomial



Exercices

For all expressions below, look for all expressions that are polynomials.

For those that are polynomials, state whether the polynomial is a monomial, a binomial, or a trinomial

1) 3.4 + 3.4x

2) z² + 5z^-1 + 6

3) -8

4) 2c² + 5b + 6

5) 14 + x

6) 5x - 2^-1

7) 4 b² - 2 b^-2

8) f² + 5f + 6

Answer: 1), 3), 4), 5), 6), and 8) are polynomials. 1), 5), and 6) are binomials. 3) is a monomial. 4) and 8) are trinomials

2) and 7) are not because they have negative exponents

Notice that 6) is still a polynomial although it has a negative exponent. It is because it is the exponent of a real number, not a variable

In fact, 5x - 2^-1 = 5x + 1/2 = 5x + 0.5

It is subtle, but if you have any questions about the definition of a polynomial, feel free to contact me

what is the difference between differentiate and derivate?

Differentiation is a process. Derivative is the result obtained from differentiation.

y=2x3

dydx=6x2

is the derivative obtained by differentiation.

differential equation

A differential equation is a mathematical equation for an unknown function of one or several variables relating:

• The values of the function itself, and
• Its derivatives of various orders.

Order

The order of a differential equation is defined as being that of the highest order derivative that is present in the equation.

ODE and PDE

Ordinary Differential Equation

An ordinary differential equation (abbreviated O.D.E. or ODE) is one which has only one independent variable.

All the derivatives occurring in it are therefore ordinary. 

Partial Differential Equation

A partial differential equation (abbreviated P.D.E. or PDE) is one which has more than one independent variable.

The derivatives occurring in it are therefore partial.

linear and non linear

Linear

A linear differential equation is one where any dependent variables and their derivatives appear to the first power.
Neither are products of dependent variables allowed.

Non-Linear

A non-linear differential equation is one which is not linear.

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hyperbola

A curve shaped like an arch.

The distances of any point on a hyperbola from ...

... a fixed point (the focus), and ...
... a fixed straight line (the directrix) ...

... are always in the same ratio.

It is one of the "Conic Sections"