Question: Let g be a differentiable function of one variable. Let z = g(b/a), Where a and b are input variables. Let T be the tangent

 Let g be a differentiable function of one variable. Let z
= g(b/a), Where a and b are input variables. Let T be

Let g be a differentiable function of one variable. Let z = g(b/a), Where a and b are input variables. Let T be the tangent plane at the input point (11, b1. Show that T goes through the origin

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