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Let S be the surface defined by the vector function R(u, v) = (2e" sin v, 2eu cos v, u² + v), where u E R and v = [0, 2π
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Let S be the surface defined by the vector function R(u, v) = (2e" sin v, 2eu cos v, u² + v), where u E R and v = [0, 2π
Let S be the surface defined by the vector function R(u, v) = (2e" sin v, 2eu cos v, u² + v), where u E R and v = [0, 2π]. Find an equation of the tangent plane to S at the point (1,√3,0).