Thank you very much Dr. Harish for this clear and awesome explanation; however, I think all inequality signs of constraints in the slide at 4:48 need to be fixed as that explained in the video called "Easiest way to write the dual of LPP - A short Cut trick".
@@DrHarishGarg You are most welcome sir, and after this coming week am facing my favourite Exams in which I need A A A in all my maths exams.... Am happy you have really made me understand not only Complementary slackness but also a very beautiful method that involves CB application. Am just feeling ready for my Exams. Thanks so much. Be blessed. Am by the Names Evans Paul from KYAMBOGO University in Uganda. Above all, thanks making your videos in English.
Sir after watching this video i got confused in how to find the dual. In this video the dual is completely different from the one that u have explained in your previous video. Which one is correct sir?
Much cleared presentation... Clarity is the asset of your presentation.
There is no need to see the video twice it is sufficient to understand the concept at once
Thank u for this wonderful explanation sir, 🙏
So nice of you.... Keep liking and sharing with others too....
Which method is right to write the dual? This one or the earlier video? Please clarify
Thank you very much Dr. Harish for this clear and awesome explanation; however, I think all inequality signs of constraints in the slide at 4:48 need to be fixed as that explained in the video called "Easiest way to write the dual of LPP - A short Cut trick".
agreed , sir please look into the equality signs again they are contradicting earlier video's concepts
Awesome. You are the only single tutor who has fully made me understand application of complementary slackness. Thanks so so much.
Thanks .... Keep watching others video too to learn more .
@@DrHarishGarg You are most welcome sir, and after this coming week am facing my favourite Exams in which I need A A A in all my maths exams.... Am happy you have really made me understand not only Complementary slackness but also a very beautiful method that involves CB application. Am just feeling ready for my Exams. Thanks so much. Be blessed. Am by the Names Evans Paul from KYAMBOGO University in Uganda. Above all, thanks making your videos in English.
nice presentation
Awesome voice quality.
you saved my life,tq very much sir
My pleasure.... Keep watching
Sir pls look at the inequality signs ....they are contradicting with what you told in easiest way to write dual...
yes. you are right, the signs of constraints in the dual problem are not correct. All of them should be =0.
Very very helpful sit
Nice explanation sir!!!
Thanks and welcome. Keep watching and sharing other videos also
@@DrHarishGarg sure sir...these would be really very helpful for us
never enjoyed this studying lpp
thanks a lot sir
yeh optimal table exam mein already dia hoga kya
Sir after watching this video i got confused in how to find the dual. In this video the dual is completely different from the one that u have explained in your previous video. Which one is correct sir?
Dual is always unique... In either way, you will get the same answer....
See this, how to write the dual of LPP
ua-cam.com/video/E1MyY-WuFkk/v-deo.html
The sign of the constraints is completely wrong in the dual problem!
thanku sir
Very nice
Thanks for watching
👌👌👍👍
Nice explanation sir!!!