#Constrained_Maxima_minima_Problem_4 #Find_the_maximum_value_of_𝒙^𝒎 𝒚^𝒏 𝒛^𝒑_subject_to_𝒙+𝒚+𝒛=𝒂

#maximaandminima #Constrained_Maxima_minima_Problem_4 #Functions_of_Several_Variables #Calculus_of_Several_Variables #multivariablecalculus Thanks to all of you who support me. Functions of several variable - Multivariable calculus- constrained maxima and minima - Full Example. In this video, I explained you how to find the maximum value of f(x,y,z)=𝒙^𝒎 𝒚^𝒏 𝒛^𝒑 subject to the condition 𝒙+𝒚+𝒛=𝒂 by the Legrange's method of undetermined multipliers. Ordinary Differential Equations Solved Problems:    • Ordinary Differential Equations - Solved P...   Double Integral Problems:    • Double integration   Triple Integral Problems:    • Triple Integral Problems in Multiple Integ...   Z-transforms - Complete learning:    • Student friendly course on Z - TRANSFORMS ...   Functions of several variables    • Functions of several variables - A compreh...   subscribe & support https://youtube.com/optimisticacademy... #annauniversity #matricesAndCalculus #matricesanddeterminant #importantquestions #importantquestionspreviouspapers #maths #engineeringmathematics #engineeringmathematicstamil #engineeringmaths #engineeringmathsImportantProlems #engineeringmathstamil #simplymaths #Optimistic_Academy_Mathematics #Important_Problems #importantquestions #howtofindmaximaandminima #problemsonmaximaandminima #maximaandminimamultivariablecalculus #appliedmaximaandminimaproblems #maximaandminimadifferentiation #differentialcalculusmaximaandminima #maximaandminimaengineeringmathematics #maximaandminimalagrangemethod #maximaandminima #maximaandminimaengineeringmathematicscalculus #maximaandminimaapplicationofderivatives #maximumandminimumvaluescalculus #lagrangemaximaminimaengineeringmathematics #partialdifferentiationmaximaandminima #maximaminimaengineeringmathematics1styear #lagrangemultiplierinmultivariablecalculus #maximaandminimaofafunctionoftwovariables