U are the best. I have clearly understood, the difference in the application of the formulas and the way to parametrize the curve. So good and explanation. So good and really good. Thanks madam King. Am so blessed by your work.
Note: with all due respect, great video, but line integrals of vector fields (F dot dr) and path integrals (F(x(t)y(t))magnitude(rprime)dt ) are two different things. Your last statement is referring to a path integral, being an approximate area under a curve. This is incorrect in this context. In this case of a line integrals is the sum of work done to a particle as a it travels through a vector field.
ok thanks, it's a good looking sketch board..its also because of this, ur tutorials are better than other online tuts... and u give a good explanation too.😊
Everything explained so clearly and such a chill voice, thank you so much for the vid!
Thanks! Glad you liked it. :)
These videos are so helpful. May God bless you
You are the King Krista!
U are the best. I have clearly understood, the difference in the application of the formulas and the way to parametrize the curve. So good and explanation. So good and really good. Thanks madam King. Am so blessed by your work.
Couldn't find it anywhere... Thank you so much for this. Love you.
You're welcome, Barsha! :)
Thank you, I always find it very useful that your videos use problems from my text
these videos are great. wish had her at my school
Thank you sooo much. Loved the simple and precise explanation.
You're welcome, risay, so glad you liked it! :D
Extremely insightful. Thank you so much for these videos!
I'm glad they're helping! :)
Could you make a video about the intuition of taking a line integral?
Note: with all due respect, great video, but line integrals of vector fields (F dot dr) and path integrals (F(x(t)y(t))magnitude(rprime)dt ) are two different things. Your last statement is referring to a path integral, being an approximate area under a curve. This is incorrect in this context. In this case of a line integrals is the sum of work done to a particle as a it travels through a vector field.
Ur videos r really helpful thank you ... Can u upload about change of variables in multiple integrals
thank u SoOOOooO much Dear Krista King!
You're so welcome! :D
Did you go to Vidcon this year??
Nice video:)
I thought you had to do the Dot product with this
which software app u use as chalk and board?
I explain here: www.kristakingmath.com/blog/how-i-create-my-videos
ok thanks, it's a good looking sketch board..its also because of this, ur tutorials are better than other online tuts... and u give a good explanation too.😊
Is this the same thing as line integral of a vector field?
Yes, F is a vector field. :)
thank u krista !!
i have a question difficult to be solved (for me)....
solve the prob
dy/dx+(2/x)y=y^2
:(((
wait i will solve it for ya
It's about equation of Bernoulli. The answser is y(x)=1/(cx^2+x)
Thanks
You're welcome, Sarthak! :)
thank YOUUUUUUU !
Glad it could help! :D
i am just asking; how can we simply take coeff of i,j&k and equate them to x,y&z.
May Almighty God bless you
Thank you so much, Abdirazaq! :)
Aweeesssoome
Plz do linear algebra😭😭😭
Hey, Harper! I have a full Linear Algebra course on my website, and on Udemy, it's just not on UA-cam. :)
so many d's in that integral!
excellent -- pls teach me differential geometery
what