Комментарии:
Thankyou! This was really helpful
Ответитьi love you pls come and teach at my school
Ответитьhow did you show that TR is maximum at the intersection point of MR and MC
ОтветитьThank you brilliant video, I hope you are going to be a teacher one day or already are one
ОтветитьThank you so much Sir😊
ОтветитьBro filmed this on his ds.
ОтветитьThis was an amazing clarification of a concept people often misunderstand! Thank you so much!!!
ОтветитьExplained it wayyyyyyyyyy better than the book thank you so much!!!!
ОтветитьBrilliant
ОтветитьIt is helpful to think of it as maximizing profit as a function of the quantity. To maximize, we would set its derivative with respect to quantity to 0. Well since Profit = TR - TC, its derivative with respect to quantity would be MR - MC. Which means that profit is maximized at MR - MC = 0, which means MR = MC
ОтветитьThank you!!!!
Ответитьdoes a firm stop producing at mc=mr, also mc=mr means the cost of making 1 extra good is the EXACT same as the revenue gained from that good right?? someone please help.
ОтветитьOkay.THIS<<< what I was looking for whole internet and found here.thanks a lot..
ОтветитьThis was so helpful and informative. Thank you so much!
Ответитьwow okay he really just explained that so easily
ОтветитьPlease look into echo. Thanks for sharing
ОтветитьFinally, someone explains it in a way I can understand it
ОтветитьMan, that was so very helpful! thank you!
Ответитьwhat the fuck am i doing here, i was looking for thermodynamics
ОтветитьSo mr=mc isn't just breaking even?
ОтветитьYou look like vikkstar nice
ОтветитьThis video is so helpful. I finally got it after a month lol
ОтветитьTHAAAAAAAAAAAAANKKKKKKK YOOOOOOOOOOOUUUUUUUUUU YOOOOOOUUUUU GOD BLEEEEES YOU!
ОтветитьThank u so much
Ur explanation was really good
Provided me in depth understanding of the why behind the what
What I know is :- When MR = 0 , TR is at Max.
ОтветитьToo echoey i cant hear you mate
U might sound better with a body mic
thanks a lot, i have understood fully now
Ответитьwhat if i take the derivative on both sides of Profit= TR-TC with respect to quantity, then set the derivative of profit to 0, as if that's case, its either max or min profit, then we get 0=MR-MC as the gradients MR,MC are the derivatives to TR and TC, then we get MR=MC
Ответить👏👏👏
ОтветитьBut isn’t sales revenue maximized at MR=0, it doesn’t hit the highest point of the TR curve...
Ответитьty u r a beast... i understand now
ОтветитьSuccinctly explained. Thank you.
Ответитьthanks that made me understand it a lot better. All i really needed to know was the difference between current profit and potential total profit. Now i know y
Ответить"when we are maximising profit we are trying to maximise the total level of profit...therefore we should do is by increasing output further by moving output closer to MC=MR." This part is quite confusing, because you did not specifically explained what MC=MR means at that point, instead it's better to just explain as "the firm is producing too little and can increase profit by increasing output despite the fact that marginal revenue is falling"
Ответитьgreat video
ОтветитьYou da bomb
Ответитьif anyone in my Economic class finds this comment, I will buy u a large domino pizza !!
Ответитьwhat a good video
ОтветитьThank you so much!
Ответитьhello sirr thnk u so much for the vid, but can u help explain why when MR = 0, TR is not at its max ?? 😫😭😭😭 im confuse
Ответитьthe revenue maxmisation point is MR = 0 so why is total revenue peaking at MC = MR? Shouldnt the TR curve continue to go up until MR = 0 and then decline, whole TC also increases at a faster rate?
Ответитьthank you for explaining!
ОтветитьThank You Very Much!!!
ОтветитьDear sir,
how to maintain the maximize profit?
It was Reallyyyyy helpful mate !!!
Ответитьsquad
ОтветитьWho on earth disliked this video! Many thanks again!
ОтветитьLove the video!
ОтветитьPerfectly made sense to me! great explanation with such understandable grapes.
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