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Calculus
Canada
Приєднався 22 січ 2020
Yep, this is a math channel and much more. In this channel my focus is on providing tutorial videos on Calculus, PreCalculus, Trigonometry, Algebra, Geometry, Advanced Calculus, Differential Equations, Linear Algebra, Vector Calculus, Discrete Math, Statistics, Math Grade 10, 11 and 12,....
How to Integrate Using U-Substitution | U Sub | Integrate (lnx)^2/x dx
In this short video of CALCULUS we learn step by step! how to integrate functions using U-Substitution method.The first step in U Substitution method is to choose u and then find the derivative of u to get du and solve it for dx. After replacing the integrand with u , find the Integral ( anti-derivative ) and substitute back in terms of x.
Переглядів: 152
Відео
How to Integrate Using U-Substitution | Integrate x^3/(x^4-5)dx
Переглядів 3876 місяців тому
In this short video of CALCULUS we learn step by step! how to integrate functions using U-Substitution method.The first step in U Substitution method is to choose u and then find the derivative of u to get du and solve it for dx. After replacing the integrand with u , find the Integral ( anti-derivative ) and substitute back in terms of x.
How to Integrate Using U-Substitution: Substitution Method | Integrate (sin x)^2 cos x dx
Переглядів 936 місяців тому
In this short video of CALCULUS we learn step by step! how to integrate functions using U-Substitution method.The first step in U Substitution method is to choose u and then find the derivative of u to get du and solve it for dx. After replacing the integrand with u , find the Integral ( anti-derivative ) and substitute back in terms of x.
Undetermined Coefficients method - Solving Nonhomogeneous second Order Differential Equations-part6
Переглядів 877 місяців тому
Undetermined Coefficients method - Solving Nonhomogeneous second Order Differential Equations-part6
Undetermined Coefficients method - Solving Nonhomogeneous second Order Differential Equations-part6
Переглядів 927 місяців тому
Undetermined Coefficients method - Solving Nonhomogeneous second Order Differential Equations-part6
Riemann Sums - Left Endpoints - Right Endpoints | Estimate area Under y = sin x | Calculus
Переглядів 4947 місяців тому
Riemann Sums - Left Endpoints - Right Endpoints | Estimate area Under y = sin x | Calculus
Area Problem - Riemann Sums - Left Endpoints - Right Endpoints | Calculus
Переглядів 1527 місяців тому
Area Problem - Riemann Sums - Left Endpoints - Right Endpoints | Calculus
Limit involving Greatest Integer and Using Squeeze Theorem | A Tricky Limit Question | Calculus
Переглядів 2457 місяців тому
Limit involving Greatest Integer and Using Squeeze Theorem | A Tricky Limit Question | Calculus
Limit of Greatest Integer Function - Greatest Integer Function - Calculus
Переглядів 977 місяців тому
Limit of Greatest Integer Function - Greatest Integer Function - Calculus
Finding limit involving absolute value - Calculus
Переглядів 697 місяців тому
Finding limit involving absolute value - Calculus
Limit of a function, Find a and b such that limit exist - Calculus
Переглядів 2077 місяців тому
Limit of a function, Find a and b such that limit exist - Calculus
Related Rates | Spherical Balloon, Ripple Circles, Rectangle, Sphere Problem, Snowball | Calclus
Переглядів 2322 роки тому
Related Rates | Spherical Balloon, Ripple Circles, Rectangle, Sphere Problem, Snowball | Calclus
Introduction to Related Rates | Basics of Related Rates | Area of a Square | Calclus
Переглядів 1422 роки тому
Introduction to Related Rates | Basics of Related Rates | Area of a Square | Calclus
Tangent Line and Implicit Differentiation- Finding Equation of Tangent line -Calculus
Переглядів 3842 роки тому
Tangent Line and Implicit Differentiation- Finding Equation of Tangent line -Calculus
Implicit Differentiation |Van der Waals Equation| dV/dP, dP/dT, dV/dT |Challenging question|Calculus
Переглядів 8 тис.2 роки тому
Implicit Differentiation |Van der Waals Equation| dV/dP, dP/dT, dV/dT |Challenging question|Calculus
Tangent Line and Implicit Differentiation- Finding Equation of Tangent line to Leminscate - Calculus
Переглядів 5642 роки тому
Tangent Line and Implicit Differentiation- Finding Equation of Tangent line to Leminscate - Calculus
Finding Second Order Derivative using implicit differentiation | Finding y'' | Calclulus
Переглядів 2262 роки тому
Finding Second Order Derivative using implicit differentiation | Finding y'' | Calclulus
Tangent Line, Implicit Differentiation- Horizontal and Vertical Tangent line -Calculus
Переглядів 2,8 тис.2 роки тому
Tangent Line, Implicit Differentiation- Horizontal and Vertical Tangent line -Calculus
Implicit Differentiation | Finding y' | A bit challenging question| Calculus
Переглядів 1442 роки тому
Implicit Differentiation | Finding y' | A bit challenging question| Calculus
Implicit Differentiation | Finding Derivative of an Interesting function| A Tricky Question-Calculus
Переглядів 1572 роки тому
Implicit Differentiation | Finding Derivative of an Interesting function| A Tricky Question-Calculus
Tangent Line and Implicit Differentiation- Finding Equation of Tangent line -Calculus
Переглядів 2122 роки тому
Tangent Line and Implicit Differentiation- Finding Equation of Tangent line -Calculus
Implicit Differentiation | Finding Derivative of an Interesting function| A Tricky Question-Calculus
Переглядів 1452 роки тому
Implicit Differentiation | Finding Derivative of an Interesting function| A Tricky Question-Calculus
Implicit Differentiation | Implicitly defined functions | Implicit Relations | Calculus
Переглядів 3642 роки тому
Implicit Differentiation | Implicitly defined functions | Implicit Relations | Calculus
Tangent Line and Chain Rule- Finding Equation of Tangent line and Horizontal tangent line-Calculus
Переглядів 1372 роки тому
Tangent Line and Chain Rule- Finding Equation of Tangent line and Horizontal tangent line-Calculus
Limit at infinity and The rate of Spread of Rumor! | Chain Rule | Calculus
Переглядів 1902 роки тому
Limit at infinity and The rate of Spread of Rumor! | Chain Rule | Calculus
nth Derivative | Finding Higher Order Derivatives (nth Derivative) Using chain rule |Calculus|Part 1
Переглядів 5 тис.2 роки тому
nth Derivative | Finding Higher Order Derivatives (nth Derivative) Using chain rule |Calculus|Part 1
Chain rule and differential equations | A given function is a solution for Differential Equation
Переглядів 2782 роки тому
Chain rule and differential equations | A given function is a solution for Differential Equation
Using Chain Rule for Derivative of Trigonometric Functions When Argument is Measured in Degrees
Переглядів 1652 роки тому
Using Chain Rule for Derivative of Trigonometric Functions When Argument is Measured in Degrees
The Chain Rule | Chain Rule and Product Rule for finding Derivatives | Calculus - PART 6
Переглядів 702 роки тому
The Chain Rule | Chain Rule and Product Rule for finding Derivatives | Calculus - PART 6
clear and precise and to the point lecture
got a little confused on your proof just using example of limit 1//x/ where / / = greatest integer If I plug in a number like 1/2.5 then it would become 1/2 the rule states x-1 < /x/ < x it seems that then in this example 2.5-x = 1.5 < 2 < = 2.5 but 1//x/ would mean 1/1.5 = 2/3 < 1/2 < = 0.4 which is not true because fractions reverse the in equality in general? what did I misunderstand?
very clear as compared to many videos on this subject
Really helpful!❤from🇨🇳
Sir I'm your student from section 30 (Engineering Mathematics) ❤
Thanks I have learnt a lot
This video was so clear. Thank you!
10k you i am realy happy to you but i have one quation. how it's the 100th derivetive of sinx is came 3^100 sinx whay its not came negative sine (-ve)
Because every 4 times derivatives , the derivative is positive And 100 is a multiple of 4
really good
Unlike your video, most videos skip to the analytical part and forget to explain why we are even looking for radius of convergence in the first place; the explanation showing how sometimes when you plug-in an x it gives you a convergent geom series why other times it doesn't really helped me understand what's going on and why we need to find the radius of convergence in the first place
What book do you use as reference Sir?
125x8
im confusing 😵
Thank you very much,tomorrow I have an exam from engineering math you helped a lot
Thank you very much.....
ohh nevermind i just got it by=ut why arent we comparing to the actual value of n but instead the subset of a?
shouldnt it be 3^n+1 at the end?
You are amazing!♥
Merci
Thank you I learned a lot from your video.
u must be Iranian, thanks anyways hahaha
x*lnx as x->0 being 0 was surprising. One could think since lnx approaches -inf so fast that it would overrun x‘s behavior near zero such that the whole expression would go to -inf rather than zero. :/
Great video!
wrong
Good mathes
Amazing video thanks!!
the best explaination so far i've ever watched, thanks 😍
Good day sir! Please help me with this equation, thank you in advance. 2x²y'' + 3xy' -(x²+1)y=0
-7÷7+7=6
Saving lives with these videos. Thank you!
Nice calculated work
Continue doing this lovely work, you're helping many people!
This tutorial helped in understanding the power series method, I'm writing an ODE final exam tomorrow hopefully i will pass... God bless you sir
Hope your exam went well?
How did it go?❤❤
@@user-rk1dr2lc1t it went well, thanks for asking! i passed this module 🤗
@@tayevictor2866 it went well, thanks for asking! i passed this module 🤗
While this is good the probem is that what are the odds that the numerator will have a common factor as the denominator? So many special cases when some general rule would be nice or graphically representing the expression and estimating the answer by observation. Let AI deal with the problem.
Thank you very much
G.O.A.T🐐🔥🔥
Most underrated channel you deserve thousands of like 🍀💞
Best teacher ever i listen to 🌝💫💯🔥🔥🔥🔥🔥🔥🔥
May god bless with whatever you want in life 🍀❤️💫 , you helped me a lot ✌️💞 love from India 💞
Am loving this teacher.. you're the best 👌🏾
The guy is brilliant. The Explanation is on point❤🎉
got an exam on tuesday wish me luck calc man!!! xo
Thanks for help me😢😢
Thank you for the videos, Sir!
who ever came up with calculus and chemistry are going to hell
Can Anyone Answer this : F(x) = x+lnx-xlnx , x€(0,∞) then lim x--->∞ F(x) = ???
Answer: negative infinity
Factor x lnx, then you have x lnx(1/lnx+1/x-1), the limit of the bracket is -1 and the limit of x lnx is infinity, so the answer is infinity*-1=-infinity
Very good. Thanks 👍
Thank you king
Thank you so much sir
What a helpful video thanks afdsk