Question: (*'ki' Suppose the f(:13, y) is a differentiable function and that its partial derivatives have the values f$(7, 6) = 1 and fy(7, 6) =

 (*'ki' Suppose the f(:13, y) is a differentiable function and that

its partial derivatives have the values f$(7, 6) = 1 and fy(7,

(*'ki' Suppose the f(:13, y) is a differentiable function and that its partial derivatives have the values f$(7, 6) = 1 and fy(7, 6) = 2. Given that f(7, 6) = 0, use this information to estimate the following values: f(5a 6) % f(7, 5) % f(6, 5) 2 Note this is analogous to finding the tangent line approximation to a function of one variable. In fancy terms, it is the first Taylor approximation

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