Formulation of LPP in Tamil/Operations research /MBA/MCA/SET Exam
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- Опубликовано: 18 ноя 2024
- Formulation of LPP in Tamil/Operations research /MBA/MCA/SET Exam
English Explanation : • Formulation of LPP in ...
operations research # LPP # Linear programming problem # BCA # OR # MBA # MCA # Tamil
![[#1] LPP - Graphical method [ Maximization with 2 constraints ] solved problem :-by kauserwise](http://i.ytimg.com/vi/8IRrgDoV8Eo/mqdefault.jpg)
![[#1] LPP - Graphical method [ Maximization with 2 constraints ] solved problem :-by kauserwise](/img/tr.png)
Thanks for your wonderful lecture.....My professor doesn't know how to explain lpp...But you explain this lecture very easily
இந்த மாதிரி explain பண்ணணும் தான் நான் ரௌம்ப நேரமா தேடிகிட்டு இருந்தேன் உங்களுக்கு ரௌம்ப நன்றி ❤❤❤❤ இதுக்காகவே நான் உங்களுக்கு subscribe பன்றேன். Thank you sister
This explanation give me confidence to attend the exam quantitative technique
Unga videos la nalla puriudhu tnx mam😊❤
it's lpp was very easy . Thank you for making so understanding mam
நூறாண்டு காலம் வாழ்க .... நோய் நொடியில்லாமல் வளர்க 😅😅😅😂 நன்றி....❤😂
Madam such a wonderfull explanation mam
Very good explanation ma'am. Thank you
Got a new subscriber
Its very useful for me. thank you so much mam🙏
Nice mam, I'm going to 4thsem.. It helps for me... Tq mam😁👌
🙌
Very useful lecture mam❤️🙏
Wow nice explanation mam anyone from SRM Trichy
Thank you your explanation mam.
Tq so much mam ❤❤❤
Eppadi minimize and maximize nu kandu pidikarathunu solluga and sum last la x≥0 ,y≥0 and x≤0,y≤0 edhu edhuku poduringa puriyala confuses iruku mam ....🙄
I have explained in the video about greater than or equal to zero . Number of tables and chairs are x .can we make negative number of tables .not possible .so it should be greater than or equal to zero .selling price ,profit or any income maximize .loss ,manufacturing cost minimize
Thank you mam
Well Presentation. Thx
Glad it was helpful!
Very useful program mam
Mam nenga epadi atha Max and min nu identify pandringa
I have explained it in the video. Pl watch the video without skipping
In question 4, is not it a minimization case coz we are going to buy the chemicals so we need to minimize the cost . and the constraints are also greater than equal to 10,12 and 12. where there is greater than equal to its a minimization and for maximization case lesser than equal to.
Selling price has to be maximised to get profit
@@aspurnalakshimi but here in the question it is mentioned that a person requires the chemicals for his garden, that means the person is going to buy it , not selling it. so if we buy it , the cost need to be minimize .
@@smarakiswagatika2681 we must consider the objective function only. U can call me if u want more explanation
I too concur. The objective can only be minimisation as the idea is to buy the chemical and it is cost. @@smarakiswagatika2681
Mam Lagranges PDE steps matum solluga mam
Will do it
Ok mam. thank you man
Thanks for enjoying my videos .As per your request ,I have done 4 sums for you in lagrange's
ruclips.net/video/aKHxhSGNecY/видео.html sum 1 &2
ruclips.net/video/pjIXzJxRUZM/видео.html sum 3
ruclips.net/video/QUwFKTfXulc/видео.html ten mark
😊
Mam. Neega cost price max problem potiga, but min, sum explain mam. Doubt
Cost price of raw materials to be minimised
@@aspurnalakshimi mam. Min prblm nu apadi find out panarathu
@@yuvaranib9058 profit and selling price to be maximized. Cost price of raw material loss etc to be minimised