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- Find two nonnegative number x and y for which x+3y=30, such that x2y is maximized.The equations ry? + 6xzcos(u) + ye" = 12 and x³yz + xe" – 4u?v? = 12 are solved for u and v as functions of x, y and z near the point P where (x,y,z)=(1,1,1) and (u, v) = (5,0). Find ( ).y at P. %3D Türkçe: xy? + 6xzcos(u) + ye" = 12 ve æ³yz + xe" – 4u?v² = 12 denklemleri P noktası (ху2)-(1,1,1) ve (и, v) Çözümlü olsun. P'de ().y'yi hesaplayınız.) (4,0) civarında x,y ve z'nin fonksiyonu olmak üzere u ve v için du dz 11,y O 32,00 O -0,17 O 12,00 O -40,00 O - 30,001. Disk Method a. y = x2,x = 0, x = 2, y = 0, about the x аxis