Maximum and Minimum Values of Functions - Search Videos

If x+y+z=a, Show That The Maximum Value Of (x^m)(y^n)(z^p) Is (m^m)(n^n)(p^p)((a÷(m+n+p))^(m+n+p))

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If x+y+z=a, Show That The Maximum Value Of (x^m)(y^n)(z^p) Is (m^m)(n^n)(p^p)((a÷(m+n+p))^(m+n+p))

If x+y+z=a, Show That The Maximum Value Of (x^m)(y^n)(z^p) Is (m^m)(n^n)(p^p)((a÷(m+n+p))^(m+n+p)) #mathematics, #engineering_mathematics, #module_2_differential_calculus_2, #2_1_taylor's_and_maclaurin's_series_expansion_for_a_function_of_one_variable, #2_2_indeterminate_forms, #2_3_partial_differentiation, #2_4_maxima_and_minima_for_a ...

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