Express∂w∂uand∂w∂vas functions of u and v. dwdwdwdwFor the functions w = xy + yz + xz, x= u + 3v, y =u - 3v, and z= uv, expressanddvusing the chain rule and by expressing w directly in terms of u and v before differentiating. Then evaluateat the pointanddudvne3(u,v) =2dwdwandduExpressas functions of u and v.dvdw%3DdudwdvdwEvaluatedudw3-2andatdvdwdu(Type an integer or a simplified fraction.)dwG-2)( 3dv4'(Type an integer or a simplified fraction.)

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dw For the functions w = xy + yz + xz, x=u+ 3v, y = u - 3v, and z= uv, express dw using the chain rule and by expressing w directly in terms of u and v before differentiating. Then evaluate dw dw and and du at the poir u,v) = dw Express dw and du as functions of u and v dv dw du dw dw and du dw Evaluate at dw du (Type an integer or a simplified fraction.) dw dv(3 Type an integer or a simplified fraction.)

dw For the functions w = xy + yz + xz, x=u+ 3v, y = u - 3v, and z= uv, express dw using the chain rule and by expressing w directly in terms of u and v before differentiating. Then evaluate dw dw and and du at the poir u,v) = dw Express dw and du as functions of u and v dv dw du dw dw and du dw Evaluate at dw du (Type an integer or a simplified fraction.) dw dv(3 Type an integer or a simplified fraction.)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.4: Definition Of Function

Problem 63E

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