diferenciate with respect to x and y U=25X^2/5Y^3/5
δUδX=25×25(X−35Y35)\frac {\delta U} { \delta X}=25\times\frac{2}{5}(X^\frac{-3}{5}Y^\frac{3}{5 })δXδU=25×52(X5−3Y53)
δUδX=10(X−35Y35)\frac {\delta U} { \delta X}=10(X^\frac{-3}{5}Y^\frac{3}{5 })δXδU=10(X5−3Y53)
δUδY=25×35(X25Y−25)\frac {\delta U} { \delta Y}=25\times\frac{3}{5}(X^\frac{2}{5}Y^\frac{-2}{5 })δYδU=25×53(X52Y5−2)
δUδY=15(X35Y−25)\frac {\delta U} { \delta Y}=15(X^\frac{3}{5}Y^\frac{-2}{5 })δYδU=15(X53Y5−2)
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