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Alpha Theta Epsilon
India
Приєднався 27 чер 2020
Mathematics has very extensive scope in all the engineering branches. Really there is no engineering without math and numerical problems. Our aim is to enlighten the engineering student to this fact.
Trapezoidal Rule for Integration | Derivation
The area under any curve is found by integrating the function of the curve. We can find the area approximately, without having to integrate, with the use of numerical methods.
In this video, we will learn what the Trapezoidal Rule of Integration is? Derive the formula by using geometry and calculus. One numerical question is solved and the relative true error is calculated. This will help you solve your engineering math problems super easily.
This video is largely animated using MANIM.
Follow our page on IG: bit.ly/ig-alphathetaepsilon
Subscribe to our channel : bit.ly/alphathetaepsilon
In this video, we will learn what the Trapezoidal Rule of Integration is? Derive the formula by using geometry and calculus. One numerical question is solved and the relative true error is calculated. This will help you solve your engineering math problems super easily.
This video is largely animated using MANIM.
Follow our page on IG: bit.ly/ig-alphathetaepsilon
Subscribe to our channel : bit.ly/alphathetaepsilon
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Відео
Newton-Raphson Formula And Derivation | Part 1 of 2
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Newton-Raphson’s method is a numerical method for finding the root of a nonlinear equation. This method is for those equations, which are difficult to solve using traditional methods. These equations are also called transcendental equations. In this video, we will derive the Newton-Raphson’s formula, with the help of graphs and geometry. This will help you understand and visualize the formula a...
How to find the root of an equation | Newton-Raphson Method | Part 2 of 2
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How to find root of a non-linear equation f(x)=0, using the Newton-Raphson Method, given the initial approximation x0. This is an iterative method, we can continue till our approximation is within error bounds. Newton-Raphson Method is one of the Numerical methods used to find the root of a non-linear equation. Use the Newton-Raphson’s formula to find the root of 2 example problems in this vide...
Simpson's One Third Rule | Derivation and Problems
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Simpson’s 1/3rd rule is used to find an integral numerically. It is one of the numerical methods of finding an integral. Here, you'll learn what the rule is? How to apply Simpson’s Rule? And one example question solved. This will help you solve your M2 module 5 problems easily. For Engineering Mathematics students, Diploma students, JEE aspirants, and math learners - these are MUST KNOW tricks ...
How to Integrate Trig Functions | The 3 Mantras for Integration
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For Engineering Mathematics students, Diploma students, JEE aspirants, and math learners - these are MUST KNOW tricks to have with you. Integration Mantras : 1.Split 2.Create and Split 3.Differentiation of denominator in the numerator The Integration Mantras are HACKS, in addition to formulas of indefinite integration. Learn to use these mantras to integrate trigonometric functions in this vide...
How to Integrate Polynomials | The 3 Mantras for Integration
Переглядів 8824 роки тому
For JEE aspirants, Engineering Mathematics students, Diploma students, and math learners - these are MUST KNOW tricks to have with you. The 3 Integration Mantras : 1.Split 2.Create and Split 3.Differentiation of denominator in the numerator The Integration Mantras are HACKS, in addition to formulas of indefinite integration. Learn to use these mantras to integrate polynomials in this video. The...
u deserved to grow up bro
Last video 4 year ago
tranks you
BROOO THIS IS SO GOOOOD
omg你解释得太好了，我老师给我讲我压根没听懂，没想到看这么短短几分钟视频就完全明白了，太感谢了
Excellent explanation and animation ✨
love u bro thanks
This video gives off 3B1B vibes, great video btw!!
thanks sir
thanks
This video is amazing, your editing skills and content delivering style is great. could you please tell me which software you are using for editing.
Katil explanation
amaazing!! thank you!!
Such a greatful video and thnku sir ❤❤
Fantastic! You are the best! Thanks a lot!
W explanation. Textbook was terrible
wonderful!! tnk u so much
I keep coming again and again to this video to revise it for GATE!:)
Which book you follow?
Very good. Thanks Sir
Thanks Sir
7 The White Paper was commissioned by Lee Guthrie and author by Roy R Davis PhD P.E. The paper describes the mechanical properties related to a unique variation of Euler’s Contain Column studies. It shows how materials (representing fields) naturally respond to induced stresses in a “quantized“ manor. This process, unlike harmonic oscillators can lead to formation of stable structures. The quantized responses closely models the behaviors known as the Quantum Wave Function as described in modern physics. The effect has been used to make light weight structures and shock mitigating/recoiled reduction systems. The model shows the known requirement of exponential load increase and the here-to-for unknown collapse of resistance during transition, leading to the very fast jump to the next energy levels. This is shown by the saw-tooth graph’s bifurcation during the quantum jump. In materials the process continues till the load passes the ultimate tensile strength. Fields are not bounded by these conditions. ua-cam.com/video/wrBsqiE0vG4/v-deo.htmlsi=waT8lY2iX-wJdjO3
Thank you
Thankkk Youuuu! Newton-Raphson very clear because of you!
that was a very clear explanation. thank you!
Great video!
Keep goin bruh😭 your vdos literally saved me
great explanation
how the integral of (x-a) could be (x-a)^2/2??? it is supposed to be x^2/2 -ax
If you think about it they're both right answers. expanding (x-a)^2 gives (x^2-2ax+a^2) where (a^2) will be the integration constant. Good question though!
absolutely fantastic explanation. cool animations as well!! 👍
What if we can't draw the tangent line in this video the graph is -ve to +ve but if it is +ve to -ve the the graph will be decreasing towards the root how can we draw tangent lines
what app did you use to animate this? Great explanation btw love this
MANIM obviously!
@@AlphaThetaEpsilonCo okay thankss
Wonderful explanation with unparalleled graphics... ❤
Really excellent, well understand
Thank you so much sir Aapne bahut achha explain kiya h
HellO ...love from Bangladesh....keep doing videos ...why stopped in these 3 years ....?
the music ruins it for me
Such an amazing explanation
Sexy
What an excellent presentation !
i understood perfectly thanks for this video
wow!! Thank you, tomorrow is my exam and if this question comes I will be coming here to thank you again !!
Please provide video on inverse x using newton raphson method, also how to create lut approximated table for the same.. Thanks for the video
thanks sir
the best explanation ever, thank you so much !
VERY GOOD EXPLAINED N-R METHOD THANKYOU
F(x1) is positive where did you get your answer from ? I had 1.137850 please check !!!
good explanation great animation
clearly explained
Thank you very much