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LEARN CAYLEY - HAMILTON THEOREM IN 10 MINUTES | USING FX 991 CALCULATOR | EASY TO SCORE FULL MARK

21:29

REDUCTION OF QUADRATIC FORM TO CANONICAL FORM BY ORTHOGONAL TRANSFORMATION | ENGINEERING MATHS |

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DETAILED EXPLANATION OF SYMMETRIC MATRIX | EIGEN VALUES & EIGEN VECTORS | ENGINEERING 1ST YEAR MATHS

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DETAILED EXPLANATION OF NON-SYMMETRIC MATRIX | EIGEN VALUES & EIGEN VECTORS | ENGINEERING 1ST YEAR

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TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | EX.1.4 | PROBLEMS 10,11 AND 12 | PART 13

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TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | EX.1.4 | PROBLEMS 7,8 AND 9 | PART 12

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TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | EX.1.4 | PROBLEMS 3,4,5 & 6 | PART 11

10:25

TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | EX.1.4 | PROBLEMS 1 & 2 | PART 10

05:39

TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | PROGRESS CHECK | PAGE 23 | PART 9 |

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TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | EX.1.3 | PROBLEMS 9 & 10 | PART 8 |

13:21

TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | EXERCISE.1.3 | PROBLEMS 5 TO 8 | PART 7 |

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EASY METHOD | TN STATE BOARD | 10 STD | RELATIONS AND FUNCTIONS | EX . 1.3 | PROBLEMS 1TO4 | PART 6

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LEARN QUICKLY EXERCISE 1.2 | PROBLEMS 1 TO 5 | RELATIONS AND FUNCTIONS | 10 STD | PART - 5 |

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EASY WAY TO DIFFERENTIATE RELATIONS AND FUNCTIONS | X STD MATHS | TN STATE BOARD SYLLABUS | PART 04|

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TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | EXERCISE.1.1 | PROBLEMS 5 TO 7 | PART 3 |

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TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | EXERCISE.1.1 | PROBLEMS 1 TO 4 | PART 2 |

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TN STATE BOARD | 10 STD MATHS | RELATIONS AND FUNCTIONS | INTRO OF CARTESIAN PRODUCT | PART 1 |

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DISCRETE RANDOM VARIABLE | EXAMPLE PROBLEM | PROBABILITY MASS FUNCTION |

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LEARN PARSEVAL'S IDENTITY IN 10 MINUTES | FOURIER TRANSFORM | ENGINEERING MATHS | EASY METHOD

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CRANK NICOLSON METHOD | EXAMPLE PROBLEM | SOLUTION OF PARABOLIC EQUATION | NUMERICAL METHODS |

17:06

CRANK NICOLSON METHOD | SOLUTION OF PARABOLIC EQUATION | NUMERICAL METHODS | ENGINEERING MATHEMATICS

13:15

BENDER SCHMIDT'S METHOD | NUMERICAL SOLUTION OF PARABOLIC EQUATION | EXAMPLE PROBLEM 1

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EXAMPLE PROBLEM 2 - NUMERICAL SOLUTION OF HYPERBOLIC EQUATION | ONE DIMENSIONAL WAVE EQUATION |

14:52

NUMERICAL SOLUTION OF HYPERBOLIC EQUATION | ONE DIMENSIONAL WAVE EQUATION | FINITE DIFFERENCE METHOD

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NUMERICAL SOL OF POISSON EQUATION Eg.problem2 | Solution for Poisson Eqn by finite difference method

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USING fx-991MS CALCULATOR | NUMERICAL SOLUTION OF POISSON EQUATION | FINITE DIFFERENCE METHOD |

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ONE DIMENSIONAL WAVE EQUATION WITH NON ZERO VELOCITY | ENGINEERING MATHEMATICS | ODWE WITH NONZERO |

08:30

LEARN SECOND ORDER PDE | EXAM POINT OF VIEW | PARTIAL DIFFERENCIAL EQAUTION

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HARMONIC ANALYSIS IN FOURIER SERIES USING FX 991 MS CALCULATOR | ENGINEERING MATHEMATICS |

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FORMATION OF PDE FROM f (u , v) = 0 WITH EXAMPLE PROBLEMS 1 & 2 | PARTIAL DIFFERENTIAL EQUATION |

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FORMATION OF PDE BY ELEMINATING FUNCTIONS WITH EXAMPLE PROBLEMS 3&4 | PARTIAL DIFFERENTIAL EQUATIONS

07:18

FORMATION OF PDE BY ELEMINATING FUNCTIONS WITH EXAMPLE PROBLEMS 1& 2 | PARTIAL DIFFERENTIAL EQUATION

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FORMATION OF PDE BY ELIMINATING CONSTANTS WITH 5 WORD PROBLEMS 2 | PARTIAL DIFFERENTIAL EQUATION |

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FORMATION OF PDE BY ELIMINATING CONSTANTS WITH 5 WORD PROBLEMS - 1 | PARTIAL DIFFERENTIAL EQUATION |

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FORMATION OF PDE BY ELEMINATING ARBITRARY CONSTANTS | WITH EXAMPLE PROBLEMS |

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EVOLUTE OF HYPERBOLA | EVOLUTES AND ENVELOPES | DIFFERENTIAL CALCULUS | FIRST YEAR ENGINEERING MATHS

16:33

EVOLUTE OF ELLIPSE | EVOLUTES AND ENVELOPES | DIFFERENTIAL CALCULUS | FIRST YEAR ENGINEERING MATHS

13:34

EVOLUTE OF PARABOLA | EVOLUTES AND ENVELOPES | DIFFERENTIAL CALCULUS | FIRST YEAR ENGINEERING MATHS

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NUMERICAL SOLUTION OF LAPLACE EQUATION EXAMPLE 2 AND 3 | NUMERICAL SOLUTION OF ELLIPTIC EQUATION |

22:44

NUMERICAL SOLUTION OF LAPLACE EQUATION BY LIEBMANN'S ITERATION METHOD | NUM.SOLUTION OF ELLIPTIC EQN

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CONTOUR INTEGRAL TYPE-2 | COMPLEX INTEGRATION | 1ST YEAR ENGG. MATHS | EASY METHOD

06:24

CONTOUR INTEGRAL TYPE-1 | COMPLEX INTEGRATION | 1ST YEAR ENGG. MATHS

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CAUCHYS RESIDUE THEOREM | COMPLEX INTEGRATION | 1ST YEAR ENGG. MATHEMATICS

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COMPLEX INTEGRATION | CAUCHY'S INTEGRAL FORMULA | 1ST YEAR ENGG.MATHS | EASY METHOD

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MILNE PREDICTOR CORRECTOR METHOD | HIGHER SEMESTER | ENGINEERING MATHS | EASY METHOD

06:56

ANALYTIC FUNCTION - BILINEAR TRANSFORMATION | 1ST YEAR ENGG. MATHS

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LEARN ANALYTIC FUNCTION SIMPLY WITHIN FEW STEPS | 1ST YEAR ENGG.MATHS| EASY METHOD

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LEARN ANALYTIC FUNCTION IN 10 MIN | 1ST YEAR ENGG.MATHS | EASY METHOD

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LEARN STOKE'S THEOREM IN 10 MINUTES | EASY METHOD | 1ST YEAR ENGG. MATHS

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GREEN'S THEOREM | 1ST YEAR ENGG. MATHS

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AREA AND VOLUME BY MULTIPLE INTEGRAL | 1ST YEAR ENGG. MATHS

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CHANGE OF ORDER OF INTEGRATION IN A DOUBLE INTEGRAL

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SOLUTION OF DIFFERENTIAL EQUATION BY LAPLACE TRANSFORM

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SCALAR POTENTIAL OF AN IRROTATIONAL VECTOR

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LAPLACE TRANSFORM OF PERIODIC FUNCTION

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INVERSE LAPLACE TRANSFORM BY CONVOLUTION THEOREM

13:51

Newtons Forward and Backward Formula for Equal Intervals

07:52

Gauss divergence theorem

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Gauss Jacobi method using fx991Ms calculator

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NEWTON'S Method Using fx 991Ms Calculator