Formulating a Linear Programming Model

[@victorchimaobi4530]

No be cho cho cho, workings dey!!....thanks for saving our time. Nice video❤

[@gracelan6515]

Thank you very much, I understood your explanation more than my professor. Such a great help

[@dlaminidanile6195]

Wow this is wonderful ❤ simple and straightforward

[@kimzharkou6677]

Quality - maximised, time - minimised. Thank you great video!

[@raihanazainordin3533]

You are welcome.

[@sofiatadeniji8504]

❤❤❤❤ You're so good. Thank you very much.

[@techlyf3597]

Damn 🔥🔥, You solved the entire equation without even making any table 🤣🤣, Hat's Off ❤️🔥⭐

[@ahmedmossad9945]

I loved you for that ❤️

[@remedannurye6299]

Nicely presented!

[@haythamabumsalam8200]

Fantastic content

[@tarikumore452]

Wow small and easy presentation!!!

[@muaazkhan9043]

It cleared all the confusions... Cool!

[@raihanazainordin3533]

Thank you.

[@justmanojkc]

Crystal clear video. Thankyou .

[@raihanazainordin3533]

You are welcome.

[@safnasafna9936]

thank you...💖

[@sumayaabdulrahman471]

can you please let me know the source for this question? from which textbook or resource is this from?

[@everythingthatyouseeinthis1735]

thanks a lot

[@EmmanuelSteven-hy2sq]

Please can you complete your working out by drawing graph and finding the maximum value.. I would love to see that.

[@raihanazainordin3533]

you can watch this video for graphical solution of the model. kzbin.info/www/bejne/qHuUo4eImtdnnZosi=e8kFQC4QjCbc-RBD

[@NomanAli-lp7xl]

how can we solve this linear model further in excel ?

[@shreenthasleem2820]

Thank you madam

[@omedmuhammad2674]

thank u

[@AbdJiA]

thanks...

[@hazelblack2505]

Can i ask question? 😭😭 i want to know mathematical formulation for this question. 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.

[@awaiteykelvinnartey1816]

❤❤❤❤❤

[@KRISHMITTAL-yw8gb]

Your voice 🤤🤤

[@mohamadsyahmi7544]

Thanks a lot

[@raihanazainordin3533]

You are welcome.

[@mohamadsyahmi7544]

@@raihanazainordin3533 utk solve the linear programming ada x

[@raihanazainordin3533]

@@mohamadsyahmi7544 ada. kzbin.info/www/bejne/qHuUo4eImtdnnZo

[@mohamadsyahmi7544]

@@raihanazainordin3533 tq

[@raihanazainordin3533]

@@mohamadsyahmi7544 you are welcome.

[@rexiluer]

🗣️🗣️🗣️

[@moussakonte6221]

very helpful

[@halimabdelaziz4743]

I think the answer of the maximum profit that this furniture company's get is 4100 RM

[@raihanazainordin3533]

Yes true. :) But this video just shows how to formulate the model, not how to solve it yet. The model can be solved by using graphical method or simplex method.

[@felkechtekla9511]

Please solve the problem

[@raihanazainordin3533]

please watch this video kzbin.info/www/bejne/qHuUo4eImtdnnZosi=XT0E7gG_Q-pzJOfK

[@halitshealve3264]

Is T and C are desicion variabels here?

[@raihanazainordin3533]

yes correct.

[@halitshealve3264]

Thank you professor

[@raihanazainordin3533]

@@halitshealve3264 I am no professor, but you are welcome. :)

[@NirjhorKabir]

Answer: T = 30, C = 40. Profit = 4100

[@raihanazainordin3533]

yes.