Vector field line integrals dependent on path direction | Multivariable Calculus | Khan Academy

[@vikuyhhg]

Best explanations I have ever heard 🎉

[@gamefaq]

@1:46 you wrote the "i" unit vector instead of the "j" unit vector. you wrote the "j" unit vector for the ones after that though so no worries.

[@DJBrokenHigh]

Thanks. This helped me for my Differential Equation class

[@jamirpatel6448]

Thanks sir, this helped me lot for understanding the concept

[@Rajbhandari88]

Like you have shown the line integral is the area between the line and the function of the line in the figure. What does the figure of line integral of vector fields look like?

[@hemachandra2680]

it is the flux along the curve

[@Opfor-NYC]

you sir.. have talent and you saved my behind... :D

[@ManojKumar-cj7oj]

Rip eng

[@JensenPlaysMC]

or int from a to b = - int from b to a

[@Stillow]

1:18 he turned into a pirate

[@Silhouette93]

01:47 Dawg, ya got two i components!

[@merlinBASE]

You repeated 'i' as the unit vector for the y component of vector function r

[@silveryjk]

what did you use to make this video? Is it a certain program?

[@niroshas1790]

how come work done ( c)=- work b done (-c). Because if the path traverse​d is opposite to other how come maginidute of both remains same

[@OCinneide]

magnitude is not dependent on direction. So if you travel 100m in 10s, your speed is 10m/s. Doesn't matter what direction you run, 100->0 or 0->100. It's gonna be 10m/s.

[@1youyami]

Thanks a lot for the video. Can you upload what you write?

[@TheJunkieBox]

"incidentally small doctor going in the direction of our movement"

[@silveryjk]

what did you use to make this video? Is it a certain program?

[@adamfitchett1381]

silveryjk It’s MS Paint