Geometric Programming-I

[@kc115x2]

आपने एकदम शुरुआत से पढ़ाया, सब समझ में आ गया, अब ये आसान लग रहा है। धन्यवाद महोदय🙏👍💥

[@basicmathematicsonlinevideotut]

THANK YOU DR. YOUR LECTURE HELPS ME FOR MY THESIS WORK

[@subhadipghorai8840]

Very nice 👍👍👍👍👍👍....sir lot of thanks 👍

[@mwont]

Wow. Awesome lecture and examples!

[@dineshdineshy6159]

Excellent sir

[@nickey0207]

So good! thank you from Australia! x2!

[@wuzhai2009]

So good! thank you from Australia!

[@GS-wm3ix]

Suggest book for non linear programming problems

[@wwee1r951]

This video is nothing but great.

[@benjaminbenjamin8834]

Great lecture with only one question, why we need to make that equation free from variables?

[@satyajitroy479]

Thank you sir

[@Praveenvv_]

Thank you sir it has helped a lot with my examination

[@liguangzhou478]

Easy to digest the contents but hard to understand the fundamental reason why athematic mean > geometry mean and free from variable methods.

[@moatazashraf8476]

Hello, can I ask why when we get minmum value of f(x) we make the inequality free from the variables?

[@leonmoises]

Because you are choosing your deltas initially to make the right hand of the inequality free from the variables. After determining the values of the deltas, the condition still holds (you can substitute these values of delta if you want), and the right hand still free from the variables. Sorry for my bad english.

[@AlluriNamithaReddy]

Min f=4x1x22x33+x12 x32 Subject to 6x1 x2 x3 + 4x2-3x3 0. Solve the Question sir

[@vikasshukla9833]

difficult to digest the free variable method

[@AlluriNamithaReddy]

Minimize f(x) = x/2+0.25 x22x3 Subject to 3/4 x12x22 + 3/8 x2x32