VISUALIZING MATHS & PHYSICS : QUANTUM PHYSICS

......................If Its There In Equations, Its There In Your Life.

QUANTUM PHYSICS

Email This BlogThis!Share to Twitter Share to Facebook Share to Pinterest

No comments:

MOST VIEWED

VECTORS: Significance &application of Cross product and dot product.

VECTORS: Significance &Application of Cross product and Dot product. DOT PRODUCT. |||| A.B = |A||B|Cos(angle). EXAMPLE Haven...
WHAT IS THE PURPOSE OF COMPLEX NUMBERS IN REAL LIFE?

(/\) Complex numbers are used to denote inclination. (/\) Yes, that’s it. (/\) ‘ i ‘ denotes inclination. If there is no i, that...
CURL : ITS PURPOSE, SIGNIFICANCE & APPLICATIONS

||| | Curl basically is a measure of how much a field of force can turn you or spin you about its axis or about your axis. ||| | ...
EULERS THEOREM

AND NOW TO GRASP EULERS THEOREM, ONE MIGHT HAVE TO GO DOWN A SLOPE..... No....not really. But in the sense you might have to let y...
WHAT IS THE SIGNIFICANCE OF "UNDEFINED" IN MATHEMATICS
MATRICES: SIGNIFICANCE & PURPOSE

||| | MATRICES are a way to help us understand the design or the content of an object in real-life when put on a paper in a block-format...
FOURIER TRANSFORMS INTUITIVELY EXPLAINED WITH EXAMPLES & ANALOGIES

LETS TAKE A COLORFUL EXAMPLE TO UNDERSTAND THIS. |||| Now each color of light has a distinct frequency, isnt it? |||| N...
COMPLEX NUMBERS SIMPLY EXPLAINED WITH PURPOSE AND APPLICATIONS

COMPLEX NUMBERS SIMPLY EXPLAINED WITH PURPOSE AND APPLICATIONS. ||| | Complex number indicate inclination almost always. ||| | ...
INTEGRATION OF CALCULUS, ITS PURPOSE, APPLICATIONS AND ITS IMPORTANCE IN MATHS.

|||| Integration is a short cut to multiplication . Actually even multiplication is a short cut to addition. |||| The limits o...
Why is Sin(angle) = opposite side/ hypotenuse?

WHY IS SIN (ANGLE) = OPPOSITE SIDE/ HYPOTENUSE. Example 1 |~~| | Imagine a stick kept between a bulb and a wall. The...

ALL POSTS

COMPLEX NUMBERS EXPLAINED INTUITIVELY AND SIMPLY
APPLICATION OF COMPLEX NUMBERS IN ELECTRONICS
QUANTUM PHYSICS POSTULATE 3
FINDING LOG BY THROWING AWAY THE CALCI
DIFFERENTIATION INTUITIVELY WITH EXAMPLES.
UNDERSTANDING LAPLACE TRANSFORM INTUITIVELY.
OPERATORS IN QUANTUM PHYSICS
The i,j and k planes of complex numbers in comparision with x,y,z axes
HOW DE-BROGLIE PROVED THAT MATTER HAS WAVELIKE PROPERTIES AND WAVES HAVE MATTER LIKE PROPERTIES
PURPOSE OF COS( ), COSEC( ) & SEC( ) IN MATH, THE EVIL TWINS OF TAN( ), SIN( ) & COS( )
WHY IS SIN(30) = 1/2 AND NOT SIN(45) = 1/2. 45 deg is half of 90 right???
WHAT IS THE PURPOSE OF SINE-WAVES WITH ANALOGIES AND EXAMPLES
VECTORS:CROSS PRODUCT,DOT PRODUCT SIGNIFICANCE WITH ANALOGIES AND EXAMPLES INTUITIVELY
WHY DOES THE SQUARE ROOT OF A NEGATIVE NUMBER INVOLVE A COMPLEX NUMBER???
TRIGONOMETRIC, COMPLEX AND EXPOTENTIAL FORMS PART 2
DIVERGENCE: PURPOSE AND SIGNIFICANCE
FOURIER TRANSFORMS INTUITIVELY EXPLAINED
CALCULATE LOG OF ANY NUMBER EVEN AFTER THROWING AWAY THE CALCI
EULERS THEOREM SIGNIFICANCE
RELATION BETWEEN UNIT VECTOR AND UNIT CIRCLE.
SIGNIFICANCE OF EULERS THEOREM
INTEGRATION
WHY IS LOG(AXB) = LOG(A) + LOG(B)
TRIGONOMETRIC, EXPOTENTIAL & COMPLEX FORMS OF EXPRESSING THINGS
CRASH COURSE IN VISUALIZING MATHS
WHY TAN() = SIN()/COS()
WHY DO COMPLEX NUMBERS HAVE TO COME INTO ELECTRONICS???
PURPOSE OF SIN, COS, TAN IN TRIGONOMETRY.
FOURIER TRANSFORMS
WHY MATHS SEEMS DRY?
CURL PART 2
COMPLEX NUMBERS AND NUMBER 1
BLACK BODY RADIATION
QUANTUM PHYSICS
UNIT CIRCLE
APPLICATIONS OF INTEGRATION
WHY e = 2.71
WHAT IS THE USE OF COMPLEX NUMBERS IN DAILY LIFE
WHY I DONT LOVE MATHS!!!
WHY SIN = OPPOSITE SIDE/HYPOTENUSE?
VECTORS: CROSS PRODUCT AND DOT PRODUCT PURPOSE
INTEGRATION/CALCULUS: Its purpose
CURL
THE PURPOSE OF SIN,COS,TAN
DIFFERENTIAL EQUATIONS
FLUX EQUATION VISUALIZED INTUITIVELY
MATRICES
LOGARITHMS
PURPOSE OF DIVERGENCE WITH EXAMPLES AND ANALOGIES SIMPLY EXPLAINED.
"UNDEFINED" IN MATHS....WHAT IT MEANS
When to Add v/s When to Multiply two forces in maths
EDUCATION , WHERE WE WENT WRONG AND HOW CAN WE FIX IT .
Home
ABOUT

SEARCH BY TAGS

ACCURATE (1)
ANALOGY (2)
Analogy explaining use of complex numbers (1)
ANSWER (1)
Application of Calculus (1)
application of complex numbers in electronics (1)
application of imaginary numbers in electronics (1)
Application of Integration (2)
application of matrices (1)
application of taylors series in real life (1)
application real life daily example and analogy and purpose (1)
applications (1)
APPROXIMATE (1)
astrophysics (1)
axis (1)
BEFORE THE ERA OF QUANTUM PHYSICS AN INTRODUCTION (1)
BLACK BODY (1)
BLACK BODY RADIATION (1)
CALCULATE (1)
Calculus (1)
CAT (1)
Complex numbers (4)
COMPLEX NUMBERS INDICATE ROTATION (1)
COMPLEX NUMBERS INTUITIVELY EXPLAINED (1)
COMPLEX NUMBERS THE REAL PART AND THE IMAGINARY PART (1)
CRASH COURSE IN VISUALIZING MATHS (1)
Cross-product (1)
CURL (1)
CURL SIMPLY EXPLAINED (1)
diagonal of a matrix is the axis of rotation (1)
Differential equation (2)
differentiation (1)
differentiation intuitively explained (1)
differentiation is the evil twin of integration or calculus (1)
differentiation simply explained. (1)
differentiation why its called as derivative (1)
Divergence (1)
Dot-product (1)
DRY (1)
dx (1)
dy (1)
dz (1)
ELECTRON BEHAVING AS HERTZIAN OSCILLATORS (1)
equations (1)
EULERS THEOREM (1)
EXAMPLE OF COMPLEX NUMBERS (1)
EXAMPLE OF CROSS PRODUCT AND DOT PRODUCT IN REAL DAILY LIFE (1)
EXAMPLES (1)
examples and analogies (1)
examples of linear equations (1)
EXPECTATION (1)
expotential (1)
expotential and complex form of expressing equation in mathematics with purpose analogies and significance and daily life examples and analogies (1)
EXPOTENTIAL FORM AND COMPLEX FORM IN MATHEMATICS (1)
FIND (1)
FINDING LOGARITHMS (1)
formula (1)
formulas (2)
fourier series applications in real daily life (1)
fourier series explained intuitively (1)
FOURIER TRANSFORM EXPLAINED WITH SIMPLE ANALOGIES AND EXAMPLES AND APPLICATION IN REAL DAILY LIFE. (1)
FOURIER TRANSFORM INTUITIVELY EXPLAINED (1)
FOURIER TRANSFORM SIMPLY EXPLAINED (1)
FOURIER TRANSFORMS EXPLAINED INTUITIVELY (1)
FOURIER TRANSFORMS EXPLAINED SIMPLY (1)
HERTZIAN OSCILLATORS (1)
hidden (1)
i (3)
imaginary numbers (1)
importance (1)
Importance of Calculus (1)
importance of divergence (1)
inclination (1)
Integration (1)
INTEGRATION EXPLAINED INTUITELY (1)
INTRODUCTION TO QUANTUM PHYSICS (1)
intuitively explained purpose example significance in mathematics math (1)
j (3)
k planes (3)
knowledge (1)
LAPLACE TRANSFORM INTUITIVELY EXPLAINED. (2)
LAUGHING CAT (1)
linear equations (1)
LOGARITHM (1)
LOGARITHMS (1)
love (1)
MATHEMATICS (1)
maths (4)
Matrices (2)
MEANING BEHIND FORMULAS (1)
meaning behind the formula (1)
motion of a satellite (1)
mysteries (2)
nuclear physics (1)
OPERATORS (1)
parallel and perpendicular component of flux. (1)
POSTULATE 3 OF QUANTUM PHYSICS (1)
POSTULATES OF QUANTUM PHYSICS (1)
purpose (3)
purpose of complex numbers (1)
PURPOSE OF COMPLEX NUMBERS IN REAL LIFE (1)
purpose of cot ( ) in mathematics. (1)
PURPOSE OF DETERMINANT OF A MATRIX (1)
purpose of differential equations (1)
purpose of divergence (1)
Purpose of integration (1)
purpose of matrices (1)
purpose of the transpose of matrix (1)
quantum physics (2)
QUANTUM PHYSICS SIMPLY EXPLAINED (1)
REAL AND IMAGINARY PART OF COMPLEX NUMBERS (1)
REAL AND IMAGINARY PARTS (1)
revolution (1)
rotation (2)
SIGNIFANCE (1)
significance (3)
SIGNIFICANCE AND PURPOSE OF SINEWAVE IN MATHEMATICS WITH ANALOGY AND EXAMPLE AND PURPOSE IN DAILY REAL LIFE WITH APPLICATION (1)
significance of matrices (2)
SIGNIFICANCE OF "UNDEFINED" IN MATHEMATICS (1)
significance of a unit circle (1)
significance of complex numbers (1)
SIGNIFICANCE OF COMPLEX PLANE (1)
significance of differential equations. (1)
significance of divergence (1)
Significance of Integration (1)
SIGNIFICANCE OF REAL AND IMAGINARY PART OF COMPLEX NUMBERS (1)
significance of sin formula (1)
SIGNIFICANCE OF THE NUMBER 1 (1)
Significance. (2)
simply explained (1)
Sin (1)
taylors series application (1)
taylors series simply explained (1)
taylors series visualized intuitively (1)
THE REAL AND THE IMAGINARY PART OF COMPLEX NUMBERS EXPLAINED WITH EXAMPLES AND ANALOGIES IN REAL LIFE (1)
transpose of a matrix (1)
trignometric (1)
TRIGONOMETRIC FORM (1)
trigonometry (1)
UNDEFINED IN MATHEMATICS (1)
understanding (1)
understanding physics equations (1)
unit circle (1)
universe (2)
Vectors (1)
VECTORS CROSS PRODUCT AND DOT PRODUCT REAL LIFE APPLICATION AND EXAMPLES AND SIGNIFICANCE AND PURPOSE (1)
visualizing a unit circle (1)
Visualizing flux (1)
visualizing flux equation (1)
VISUALIZING FOURIER TRANSFORMS INTUITIVELY (1)
visualizing math (1)
visualizing mathematical formulas (1)
VISUALIZING MATHS (1)
visualizing physics (1)
visualizing physics formulas (1)
VISUALZING THE REAL AND IMAGINARY PART OF COMPLEX NUMBERS (1)
WAVEFUNCTIONS. (1)
what are complex numbers (1)
what are imaginary numbers (1)
WHAT ARE THE PRACTICAL APPLICATIONS OF FOURIER TRANSFORMS? (1)
WHAT DOES UNDEFINED IN MATHEMATICS MEAN? (1)
WHAT DOES UNDEFINED MEAN IN MATHS? (1)
What is the purpose of complex numbers in real life (1)
WHAT IS THE PURPOSE OF CURL IN MATH (1)
what is the purpose of matrices (1)
WHAT IS THE SIGNIFICANCE OF COMPLEX NUMBERS IN ELECTRONICS (1)
WHAT IS THE SIGNIFICANCE OF CURL IN MATHS (1)
what is the transpose of a matrix in real life (1)
when to add and multiply two forces in equations? (1)
WHY DO COMPLEX NUMBERS COME IN ELECTRONICS (1)
WHY DO COMPLEX NUMBERS HAVE TO COME IN CIRCUITS OF ELECTRONICS (1)
why do we have to study differential equations (1)
Why do we study Calculus? (1)
why i dont love maths (1)
WHY IS LOG(A X B) = LOG (A) + LOG (B) (1)
why is sin = opposite side/hypotenuse (1)
why is tan = sin/cos (1)
WHY IS THE SQUARE ROOT OF A NEGATIVE NUMBER EQUAL TO -1 A COMPLEX NUMBER (1)
WHY SQUARE ROOT OF -1 = i complex number (1)
why we study complex numbers? (1)
ZEN (1)