Question: 10. Given g(x, y) = (6y' - 5)'(x2 + y? - 1)2, define the Surface S by f(x, y, z) = g(x,y) + g(y, z)

10. Given g(x, y) = (6y' - 5)'(x2 + y? - 1)2, define the Surface S by f(x, y, z) = g(x,y) + g(y, z) + g(2, x) = 3. The following equation could be derived with the chain rule. You can take this for granted: 9x(1, -1) + gy, (1, 1) Vf(1, -1, 1) = 9x(-1, 1) + gy(1, -1) 9x(1, 1) + gy(-1, 1) using this, find the tangent plane S at (1, -1, 1)

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