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6. Show that the plane tangent to the smooth surface z = f(x, y) at (xo, yo, f(To, yo) ) is defined by fx(xo, yo)

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6. Show that the plane tangent to the smooth surface z = f(x, y) at (xo, yo, f(To, yo) ) is defined by fx(xo, yo) (x - x0) + fy(To, yo) (y - yo) - (z - zo) = 0

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