Канал: Vismai Medha Institute

Lecture 31- it’s not at all Difficult To form a quadratic expression as perfect square

Lecture 31- it’s not at all Difficult To form a quadratic expression as perfect square

Lecture 30- Simplest way of solving inverse Laplace transforms by first shifting and direct formulae

Lecture 30- Simplest way of solving inverse Laplace transforms by first shifting and direct formulae

Lecture 29- The simplest way of understanding First shifting Theorem on Inverse Laplace Transforms

Lecture 29- The simplest way of understanding First shifting Theorem on Inverse Laplace Transforms

Lecture 28- problems on basic formulae of Inverse Laplace Transforms

Lecture 28- problems on basic formulae of Inverse Laplace Transforms

Lecture 27- Easy to memorize the concept and formulae of Inverse Laplace transforms

Lecture 27- Easy to memorize the concept and formulae of Inverse Laplace transforms

Lecture 14 continuation on continuous random variable

Lecture 14 continuation on continuous random variable

Lecture 26- L(t^2cost)

Lecture 26- L(t^2cost)

Lecture 14 continuation-

Lecture 14 continuation-

Lecture 14- continuous random variable

Lecture 14- continuous random variable

Lecture 25- Laplace transform problems

Lecture 25- Laplace transform problems

Lecture 24- laplace transform of the function divided by t , L{ f(t)/t}

Lecture 24- laplace transform of the function divided by t , L{ f(t)/t}

lecture 38_Easily explained the Testing of hypothesis for a small sample

lecture 38_Easily explained the Testing of hypothesis for a small sample

lecture 39_Very easy to understand the key points of small ample, large sample testing of hypothesis

lecture 39_Very easy to understand the key points of small ample, large sample testing of hypothesis

lecture 36_Test of significance - simplest way of understanding of level of significance

lecture 36_Test of significance - simplest way of understanding of level of significance

Lecture 21-Laplace Transform definition and Rules

Lecture 21-Laplace Transform definition and Rules

$Lecture 22- Fist shifting Theorem of Laplace transform-L{e^3t x 2t}$

Lecture 22- Fist shifting Theorem of Laplace transform-L{e^3t x 2t}

Lecture 23-Laplace Transform - An easy understanding of f(t) multiplied by t^n

Lecture 23-Laplace Transform - An easy understanding of f(t) multiplied by t^n

Lecture 17-Applications of differential equations

Lecture 17-Applications of differential equations

Lecture 16-Orthogonal trajectories of the curve ax^2+y^2=1

Lecture 16-Orthogonal trajectories of the curve ax^2+y^2=1

Lecture 45- Ratio Test for the convergency of infinite series

Lecture 45- Ratio Test for the convergency of infinite series

Lecture 44- Root test to find the convergency of infinite series

Lecture 44- Root test to find the convergency of infinite series

What is ε? || What are ε-Closures? || FLAT || TOC

What is ε? || What are ε-Closures? || FLAT || TOC

NFA TO DFA 1 Made with Clipchamp

NFA TO DFA 1 Made with Clipchamp

Lecture 35- To find the confidence interval to estimate the mean when population SD is not known

Lecture 35- To find the confidence interval to estimate the mean when population SD is not known

Lecture 34 To find the Confidence interval to estimate mean

Lecture 34 To find the Confidence interval to estimate mean

Lecture 43- simplest method to understand the interval of curvergency

Lecture 43- simplest method to understand the interval of curvergency

Lecture 42- simplest method to find the interval of convergency

Lecture 42- simplest method to find the interval of convergency

Lecture 41-problems to find the interval of convergency of the series

Lecture 41-problems to find the interval of convergency of the series

Lecture 38- power series- a quick understanding

Lecture 38- power series- a quick understanding

Lecture 36- beauty of infinite series- A quick understanding

Lecture 36- beauty of infinite series- A quick understanding

Lecture 40-quick understanding of interval of convergency

Lecture 40-quick understanding of interval of convergency

Lecture 39-Problem 1 to find the values of x, for which the geometric series is convergent

Lecture 39-Problem 1 to find the values of x, for which the geometric series is convergent

Lecture 37-Quick understanding of Geometric series

Lecture 37-Quick understanding of Geometric series

Lecture 35-Understand the infinite sequence quickly

Lecture 35-Understand the infinite sequence quickly

Power Zero || Mathematics Tricks || Easy Math #easymultiplication

Power Zero || Mathematics Tricks || Easy Math #easymultiplication

Lecture 19-solution of heat equation

Lecture 19-solution of heat equation

Lecture 20- solution of partial differential equations by variable separable method

Lecture 20- solution of partial differential equations by variable separable method

Lecture 30-Finding the mean and standard deviation is NOT AT ALL TOUGH. PLEASE ENJOY THE LECTURE

Lecture 30-Finding the mean and standard deviation is NOT AT ALL TOUGH. PLEASE ENJOY THE LECTURE

Lecture -31 - problem to find the area under the normal curve

Lecture -31 - problem to find the area under the normal curve

Lecture 32- problems to find the area under normal curve

Lecture 32- problems to find the area under normal curve

Lecture 29- continuation to find the area under the normal curve after finding the mean and SD

Lecture 29- continuation to find the area under the normal curve after finding the mean and SD

Lecture 28- simplest way to find Mean and SD, when Area under the normal curve is given

Lecture 28- simplest way to find Mean and SD, when Area under the normal curve is given

Lecture 8 - R code of Poisson distribution

Lecture 8 - R code of Poisson distribution

Lecture 7- R code- Binomial distribution

Lecture 7- R code- Binomial distribution

Lecture 6- Discrete probability distribution

Lecture 6- Discrete probability distribution

Lecture 34- problems to find the relative error and percentage errors in volume of a cone.

Lecture 34- problems to find the relative error and percentage errors in volume of a cone.

Lecture 33-problems on Relative error and percentage error

Lecture 33-problems on Relative error and percentage error

Lecture 32 Error and approximations using total derivatives

Lecture 32 Error and approximations using total derivatives

Converting NFA into DFA || Example 2 || FLAT || TOC

Converting NFA into DFA || Example 2 || FLAT || TOC

Converting NFA into DFA || Example 1 || FLAT || TOC

Converting NFA into DFA || Example 1 || FLAT || TOC

Designing NFA || FLAT || TOC

Designing NFA || FLAT || TOC

Lecture 27- problems on Normal distribution

Lecture 27- problems on Normal distribution

Lecture 26- problems to find the areas under the Normal curve

Lecture 26- problems to find the areas under the Normal curve

Lecture 25- problems on Normal distribution

Lecture 25- problems on Normal distribution

Lecture 24-Continuation of Normal distribution

Lecture 24-Continuation of Normal distribution

Formation of quadratic equation

Formation of quadratic equation

Lecture 23- problems to find the area under the Normal curve

Lecture 23- problems to find the area under the Normal curve

Lecture 21- continuation of exponential distribution

Lecture 21- continuation of exponential distribution

Lecture 20- problems on Exponential distribution

Lecture 20- problems on Exponential distribution

Lecture 19- exponential distribution

Lecture 19- exponential distribution

Lecture 18-classification of partial differential equations

Lecture 18-classification of partial differential equations

Lecture 22-Normal Distribution

Lecture 22-Normal Distribution

Lecture 31- problems on 2nd order partial derivatives

Lecture 31- problems on 2nd order partial derivatives

Lecture 30- 2nd order partial derivatives

Lecture 30- 2nd order partial derivatives

Lecture 29- partial derivatives

Lecture 29- partial derivatives

Lecture 28- partial derivatives

Lecture 28- partial derivatives

Lecture 27- partial derivatives

Lecture 27- partial derivatives

Lecture 26-Partial derivatives

Lecture 26-Partial derivatives

Lecture 25- Triple integrals with variable limits

Lecture 25- Triple integrals with variable limits

Lecture 24- Triple integrals

Lecture 24- Triple integrals

Lecture 15- simplest way to understand the law of growth and decay

Lecture 15- simplest way to understand the law of growth and decay

Lecture 14-Simplest way to understand Newton’s law of cooling

Lecture 14-Simplest way to understand Newton’s law of cooling

Lecture 17- continuous probability distribution

Lecture 17- continuous probability distribution

NFA || Non-Deterministic Finite Automata || Formal Definition || FLAT || TOC

NFA || Non-Deterministic Finite Automata || Formal Definition || FLAT || TOC

Designing of DFA || Solved Examples || FLAT || TOC

Designing of DFA || Solved Examples || FLAT || TOC

Lecture 16- continuation of continuous probability distribution

Lecture 16- continuation of continuous probability distribution

Lecture 15- continuous probability distribution

Lecture 15- continuous probability distribution

Lecture 14- continuous probability distribution

Lecture 14- continuous probability distribution

11 Multiplication Made Easy || Math Tricks || Easy Math

11 Multiplication Made Easy || Math Tricks || Easy Math

Lecture 19 - To find the volume of solid revolution

Lecture 19 - To find the volume of solid revolution

Lecture 19- volume of a solid revolution

Lecture 19- volume of a solid revolution

Lecture 2 method 2 of formation of differential equation

Lecture 2 method 2 of formation of differential equation

Lecture 2-formation of differential equations

Lecture 2-formation of differential equations

$Case 2 - resolving into partial fractions$

Case 2 - resolving into partial fractions

Lecture 9-definite integrals

Lecture 9-definite integrals

improper integrals

improper integrals

Lecture 19 - Arc length

Lecture 19 - Arc length

Lecture 19 continuation- 2nd problem to find the length of an arc

Lecture 19 continuation- 2nd problem to find the length of an arc

Lecture 19 continuation-problem to find arc length

Lecture 19 continuation-problem to find arc length

Acceptability of String by Finite Automata || FLAT || TOC

Acceptability of String by Finite Automata || FLAT || TOC

Lecture 22 continuation

Lecture 22 continuation

Lecture 3 continuation

Lecture 3 continuation

Lecture 3- problems on probability

Lecture 3- problems on probability

FLAT || DFA || Deterministic Finite Automata || Formal Definition

FLAT || DFA || Deterministic Finite Automata || Formal Definition

Central Concepts of Automata Theory || Alphabet || String || Language

Central Concepts of Automata Theory || Alphabet || String || Language

Finite Automata Model || Formal Definition || Structural Representation

Finite Automata Model || Formal Definition || Structural Representation

Find the square of a number that ends with 5! #mathstricks #everydaymaths #easymultiplication

Find the square of a number that ends with 5! #mathstricks #everydaymaths #easymultiplication

Lecture-5-Conditional probability, Total probability and Bayes theorem

Lecture-5-Conditional probability, Total probability and Bayes theorem

Lecture 4-Addition and Multiplication Theorem of Probability || Probability || Statistics

Lecture 4-Addition and Multiplication Theorem of Probability || Probability || Statistics

Lecture 13 || Form 4 of Particular Integral || Engineering Mathematics

Lecture 13 || Form 4 of Particular Integral || Engineering Mathematics

Lecture 12 || Form 3 of particular integral || Engineering Mathematics

Lecture 12 || Form 3 of particular integral || Engineering Mathematics

Lecture 11|| Particular Integral Form 2 || Engineering Mathematcics

Lecture 11|| Particular Integral Form 2 || Engineering Mathematcics

Lecture 23 || Change of variable of integration || Calculus

Lecture 23 || Change of variable of integration || Calculus

Lecture 10 || Solution of Non Homogeneous Differential Equations || Engineering Mathematics

Lecture 10 || Solution of Non Homogeneous Differential Equations || Engineering Mathematics

Lecture 9 || Solution of Homogeneous Differential Equations || Engineering Mathematics

Lecture 9 || Solution of Homogeneous Differential Equations || Engineering Mathematics

Lecture 22 || Double integrals with variable limits || Calculus

Lecture 22 || Double integrals with variable limits || Calculus

Lecture 20 || To calculate the work done || Calculus

Lecture 20 || To calculate the work done || Calculus

Lecture -16- To find the area between the curve and y axis

Lecture -16- To find the area between the curve and y axis

Lecture-11- Binomial distribution

Lecture-11- Binomial distribution

Lecture-9- Introduction to Binomial distribution

Lecture-9- Introduction to Binomial distribution

Lecture -12.2-Poisson distribution

Lecture -12.2-Poisson distribution

Lecture 13-Poisson distribution

Lecture 13-Poisson distribution

Lecture -12-Poisson distribution

Lecture -12-Poisson distribution

Lecture -10- problems on Binomial distribution

Lecture -10- problems on Binomial distribution

Lecture-8- problems on Discrete Random variable

Lecture-8- problems on Discrete Random variable

Lecture 7- Discrete Random variable

Lecture 7- Discrete Random variable

Lecture -6- problems to identify conditional probability and Bayes theorem

Lecture -6- problems to identify conditional probability and Bayes theorem

Lecture-17-Applications of integration

Lecture-17-Applications of integration

Numerical integration

Numerical integration

Math Puzzle

Math Puzzle

Lecture -15-Area calculation -Applications of integration

Lecture -15-Area calculation -Applications of integration

Lecture -21-Double integrals with constant limits

Lecture -21-Double integrals with constant limits

Lecture -5- where to use conditional probability and Bayes Theorem

Lecture -5- where to use conditional probability and Bayes Theorem

Lecture-4- problems on conditional probability

Lecture-4- problems on conditional probability

Lecture -8

Lecture -8

$Lecture -14-Improper partial fractions$

Lecture -14-Improper partial fractions

$Lecture13- case 3 proper partial fractions$

Lecture13- case 3 proper partial fractions

$Lecture 12- case 2 -proper partial fractions$

Lecture 12- case 2 -proper partial fractions

Lecture- 8-Exact Differential Equations

Lecture- 8-Exact Differential Equations

Lecture -6- Linear Differential Equations

Lecture -6- Linear Differential Equations

Lecture 7- Non Linear Differential Equations

Lecture 7- Non Linear Differential Equations

Lecture-3-outlier-

Lecture-3-outlier-

Lecture-2- mean, Variance, SD,CV

Lecture-2- mean, Variance, SD,CV

Lecture -1 -Statistics & Probability with R : A deep drive

Lecture -1 -Statistics & Probability with R : A deep drive

Linear Differential Equations

Linear Differential Equations

Lecture 2- problems on probability

Lecture 2- problems on probability

Lecture-1 basics of probability

Lecture-1 basics of probability

Introduction to graphs

Introduction to graphs

Lecture-5-non homogeneous DE

Lecture-5-non homogeneous DE

Lecture -4- homogeneous differential equations

Lecture -4- homogeneous differential equations

$Lecture-11- case 1-proper partial fractions$

Lecture-11- case 1-proper partial fractions

Lecture-8-Improper integrals

Lecture-8-Improper integrals

$Lecture-10-Proper partial fractions-case 1$

Lecture-10-Proper partial fractions-case 1

Lecture-9-Type 2 - improper integrals

Lecture-9-Type 2 - improper integrals

Cubes and cube roots

Cubes and cube roots

Cubes and cube roots

Cubes and cube roots

Lecture-3- variable separable method

Lecture-3- variable separable method

Lecture-1-Order and degree of a differential equation

Lecture-1-Order and degree of a differential equation

Lecture-5 miscellaneous problems

Lecture-5 miscellaneous problems

Lecture-6-Miscellaneous problems on all methods

Lecture-6-Miscellaneous problems on all methods

Lecture-4- Bernoullis method

Lecture-4- Bernoullis method

Lecture-3 Integration by parts

Lecture-3 Integration by parts

Calculus-lecture 2 - integration by substitution

Calculus-lecture 2 - integration by substitution

Calculus- Lecture 1-Term by term integration

Calculus- Lecture 1-Term by term integration

Irrational numbers lecture 7

Irrational numbers lecture 7

Irrational numbers lecture-6,long answer type

Irrational numbers lecture-6,long answer type

Irrational numbers lecture -5, long answer type question

Irrational numbers lecture -5, long answer type question

Irrational numbers lecture 4

Irrational numbers lecture 4

Irrational Numbers lecture 3

Irrational Numbers lecture 3

Irrational Numbers-lecture 2

Irrational Numbers-lecture 2