potential function of the conservative vector field to evaluate a line integral (KristaKingMath)

► My Vectors course: www.kristakingmath.com/vector...
In this video we'll learn how to use the potential function of a conservative vector field to evaluate a line integral when we're looking for the line integral from one coordinate point to another coordinate point.
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Hi, I’m Krista! I make math courses to keep you from banging your head against the wall. ;)
Math class was always so frustrating for me. I’d go to a class, spend hours on homework, and three days later have an “Ah-ha!” moment about how the problems worked that could have slashed my homework time in half. I’d think, “WHY didn’t my teacher just tell me this in the first place?!”
So I started tutoring to keep other people out of the same aggravating, time-sucking cycle. Since then, I’ve recorded tons of videos and written out cheat-sheet style notes and formula sheets to help every math student-from basic middle school classes to advanced college calculus-figure out what’s going on, understand the important concepts, and pass their classes, once and for all. Interested in getting help? Learn more here: www.kristakingmath.com
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[@MoAntphonyMo]

That feeling when you are stuck on a homework problem, search up topic and find the exact same problem. You're a life saver! This problem got me stumped....

[@kristakingmath]

love that! so glad it could help. 😊

[@JesusMGoiri]

You're an outstanding Teacher...I'm positive that you have a countless number of people that are grateful to you.

[@kristakingmath]

Thank you Jesus, I really appreciate that! :)

[@buhyeah69]

You are the best. You are concise and so helpful. Thank you so much!

[@engmac18]

THANK YOU!!!!

[@Samnthaaaa]

AMAZING!!! I finally understand what I'm supposed to do for these problems! You are the best

[@kristakingmath]

Yay! So glad it could help. 😊

[@Inheriktor]

Okay seriously this is wonderful. There are like a million videos/websites for how to find the potential function. You took the time to show how to use it and what it actually means. You are magnificent!

[@kristakingmath]

😊

[@hurrdurr25]

i'm glad she uses the same book that we do at my school

[@kristenstuart2910]

Thank you ... Your vedio actually saved my life

[@Bedocalaway]

Beautiful thank you

[@sangal4393]

You are a life saver thank you

[@aminulislamishmam5607]

Such a good explanation. Thank you!

[@kristakingmath]

You're welcome, Aminul, I'm glad you liked it! :)

[@tianyuyang2048]

You are an angel!

[@Randomkloud]

crystal clear!

[@hannab3596]

sooo helpful!! thank you!

[@kristakingmath]

Hanna B you're welcome, i'm so glad it helped!

[@islazheng4975]

Thank you!

[@enri2498]

Wow. A life saver. Quick question tho, I'm doing a similar problem: in the first part, to find f, what if, when I have to determine h(z) and k(y), after I equaled the g(y, z)s, I have a term that depends both from y and z? How I've not found this channel before today it's a disgrace, you explained very well

[@obbiankaumba9582]

This was great, I like your explanation

[@kristakingmath]

Glad you liked it, Obbian! :)

[@yusifarounie2619]

Wonderful.wondering how great you're. I think you can be my mentor.

[@barancel11]

I can die for you, my queen.

[@birdsongs482]

Why did you not include K in the final potential function (as the integrated value of 0)?

[@mirzabaig2524]

F(x,y)=2xcosy i -x^2 siny j find f such that delta f =F solve please

[@matthewyoungsoonam]

easy