HOW TO FIND EIGEN VALUES WITHOUT CALCULATOR UNIT MATRICES

[@AniimiiMusix]

Tikle sir, you're one the best underrated tutors on TH-cam . Never stop your contribution. Please try to cover all the engineering subjects. Thanks a lot.

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Pheli baat koi teacher underrated nahi hota teacher teacher hota hai bhai he is just teaching us and many students are watching so isme koi underrated wali baat nahi hai we need to respect every teacher

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Yes

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Today is my exam give me best wishes 🎉

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Bhai ye video hi 2024 ki hai 😂

[@AayaanSiddiqui]

Thanks sir pure you tube par pehli video he with calculator ke eigen value ki

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Yes bro

[@RAJESHKERKETTA-m3i]

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from 2081 dude😝

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Thanku so muxh sir apka explaining method bht acha h
Basic student can be at the top too❤

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[@Akshayjatav123]

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[@SK-oj1ej]

Parva exam aahe sir.. Thank you so much... Khup madat jhaali.❤❤

[@TIKLESACADEMYOFMATHS]

Best of luck for Exam 👍

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very helpful for our gate exam

[@MdTaukirAhmad-qr5xr]

Sir mai 1st sem me aap ki video dekh kar mera marks math me 87,6% aaya h

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Impossible in University exam 😂😂

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Which university

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Which college....​@@Subhajit863

[@raushan.xshorts]

Thankyou thankyou thankyou so much sir .... ❤❤ Ab aasan lgne lga

[@Music-k6t]

Sir please send your video link on how to find an eigen value using a calculator 🙏

[@SwatiSingh-i8m]

Thanks sir really thankful

[@ManojSawant-s4d]

Nice teaching sir, Thanks ❤❤

[@adilnabi835]

Sir by hit and trial method we can get one root,e.g, in question ist one root is 1 so we can write(x-1) and divide the given equation by this we'll get quadratic equation and finally after solving quadratic equation we can find other two roots...

[@pike1284]

Unit 1 (12L+ 6T)
Ordinary Differential Equations:
First order Ordinary Differential Equations: Homogeneous, Linear, Exact ; Higher order linear equations with constant
coefficients, Euler-Cauchy equations, Non homogeneous higher order linear differential equations with constant
coefficients (method of undetermined coefficients and method of variation of parameters), Applications to Initial and
boundary value problems: Orthogonal Trajectories, Statement and Application of Newton’s Law of Cooling, Growth
and Decay, Kirchhoff’s Law, Simple Electrical Circuits, Heat Flow, Rectilinear Motion, Simple Harmonic Motion.
S: First order Ordinary Differential Equations - Variable Separable, Homogeneous, Linear
Unit 2 (12L+ 6T)
Partial Differential Equations:
Fourier Series, Dirichlet’s condition, Half range series, Formulation of Partial differential equation, Solution of First
order partial differential equations, Quasi-linear differential equations, Second order differential equations and canonical
form. Initial and Boundary value problem, Method of separation of variable, Dirichlet’s problem, Poisson's Equation,
Vibrations of a String, One dimensional heat equation, Two- dimensional heat equation (Laplace Equation) under steady
state conditions.
S: two-dimensional heat equation (Laplace Equation) under steady state conditions
Unit 3 (4L+ 2T)
Probability:
Random variables, Probability distributions, Expectation and variance, Moment Generating Function, Binomial
distribution, Poisson distribution, Normal distribution and Exponential distribution.
S: Basic concept of Probability, Conditional Probability, Exponential distribution

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Thank you gurudev 🙏🙏🙏🙏bahoooooot achha concept 😍

[@devtomar8472]

Thank you very much from my bottom heart
hats off sir ❤❤❤❤

[@PratikMohankar]

Waw nice

[@BadShahplays01]

Yes sir thank you
Sir last video me ap ne calculate ka use Kiya tha samaja nhi aaya tha last me..

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Sir , thanks for without calculator sol.

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Last ke roots calculator me different aarhe hai

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Life saving ❤

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Start 1:24

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❤🙌

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Sir please make video on maximum and minimum, lagrange's multipliers in differential calculus. It's a request sir 🙏 no one teach better than you.

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[@dreamerpappu1824]

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❤❤

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Thanku so much sir for this clarification ❤

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[@user-wish_master07]

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Thankeww for Without calculator

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Tomorrow is exam, Tq sir...

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[1].I have seen this lecture today.I have completely understood all the concepts you explained in class. Your teaching method was very simple and effective, which made me understand everything easily. I am very grateful to you for your guidance and hard work. Your student, [Ayush ]...🫡❤️😊
5TH NOVEMBER 2024....

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Thank you sir

[@GauravKumar-o1y]

sir apka video bhut acha h but ky jb hmlg number ko check krenge to ky line by line krna prega? Tb to hmlg check krte hi reh jyenge aur time v khtm ho jyega. Apne phle se kr rkha tha to directly bta diya but hmlg kaise kre ?

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[@TIKLESACADEMYOFMATHS]

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