Suppose that s = Tx* +6xG + Tª. Find (a) ds dx d (a) (Tx² + 6xG+T²) = dx (b) (Tx² +6xG+T)= dG (c)(Tx² +6xG+T)=0 dT (b) d

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answerhappygod
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Suppose that s = Tx* +6xG + Tª. Find (a) ds dx d (a) (Tx² + 6xG+T²) = dx (b) (Tx² +6xG+T)= dG (c)(Tx² +6xG+T)=0 dT (b) d

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Suppose That S Tx 6xg Ta Find A Ds Dx D A Tx 6xg T Dx B Tx 6xg T Dg C Tx 6xg T 0 Dt B D 1
Suppose That S Tx 6xg Ta Find A Ds Dx D A Tx 6xg T Dx B Tx 6xg T Dg C Tx 6xg T 0 Dt B D 1 (30.72 KiB) Viewed 47 times
Suppose that s = Tx* +6xG + Tª. Find (a) ds dx d (a) (Tx² + 6xG+T²) = dx (b) (Tx² +6xG+T)= dG (c)(Tx² +6xG+T)=0 dT (b) ds dG (c) ds dT
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