Formulation of LPP Part-1

In this video procedure for formulation of Linear Programming Problem(LPP) is explained by Keshav Jadhav.
Following is the link for Part-2 of this video:
• Formulation of LPP Part-2

[@melvin7238]

That's a excellent video and super easy about LP. Thanks so much

[@chotelal5177]

Very good explanation of formulation of LPP

[@dogbandit]

Thanks a million for this brilliant video. It really helped with my studies.

[@ganeshkapse4107]

Waw! Nice Jadhav daji , I'm GANESH MARUTI KAPSE, INJBAV

[@girlwithachinmole_7722]

Nice explaination sir

[@sindhujashukla8690]

Very nice explanation

[@ayanbiswas2351]

Very helpful it is 🌼

[@negistteklu8227]

Thanks keshav

[@ajaysmotivation5465]

Easy to understand

[@malshi7820]

Very clear sir

[@vanikathir155]

sir Nice explanation. which text book are you preferred sir?

[@KeshavJadhav]

I Referred, Operation Research by Hira and Gupta

[@rezy3067]

🎉wow

[@Kalpanayoutubechannel27]

Tq soooooooo much sir 🙏🏻

[@NMECHEGDESHWETAARUNAKAR]

Thanks

[@tadessegletie7991]

thank you

[@user-ip1nv7hy2y]

It's good

[@hazelblack2505]

Hi sir. I want to ask question😢

[@hazelblack2505]

i want to know mathematical formulation for this question. MiMi Sdn.Bhd. produces three types of robot vacuum, each on a separate assembly line. (The respective capacities of the lines are 120,100, and 150 vacuums per month) i dont understand how to write this one. Based on market survey, at least 50 units type C vacuum produced. Type A vacuum uses 4 units of a certain plastic component, type B vacuum uses 5 units, type C vacuum uses 6 units. The supplier of the plastic component can provide 1000 units per month. Type A vacuum uses 6 units of a certain plastic component, type B vacuum uses 11 units, type C vacuum uses 8 units. The supplier of the plastic component can provide 2500 units a week. The prices per vacuum for the respective vacuums are RM 900 , RM 800 , RM 500.

[@sandygamingyt903]

Gud explanation but please say each n every word clearly 😊❤

[@keylialano]

what will happen if there's no processing time or production time? hours available only

[@KeshavJadhav]

Then it may be different type of problem, you may refer following video to get idea about this: kzbin.info/www/bejne/Y57NmJumfdiBrs0

[@keylialano]

@@KeshavJadhav is it ok if the constants are the same in the constraint? for example x+y

[@KeshavJadhav]

@@keylialano In this example because of same coefficient(i.e. 1) to x and y in both the constraints, so there is no meaning for x+y

[@devil13.7]

A firm manufacture product P & Q which pass through machining and finishing departments. Machining has 90 hours available; finishing can handle up to 72 hours of work. Manufacturing one product P requires 6 hours in machining and 3 hours in finishing. Each product Q requires 3 hours in machining and 6 hours in finishing. If profit is Rs. 120/- per product P and Rs. 90/- per product Q. Formulate as goal programming problem to determine combination of product P & Q to realise profit of exactly Rs. 2100

[@steviin6681]

What is the solutions?

[@KeshavJadhav]

Please go through video on solution by LPP and graphical method: kzbin.info/aero/PLPS67918Zad37xfJAN8z6GqEkPcU74XLX

[@mazzmazz8975]

Need graph

[@KeshavJadhav]

kzbin.info/www/bejne/rHTVpYBjjdCXY8kfeature=shared

[@lavanyalavanya1407]

Tamilla sollunga sir