find: (a) the gradient of the given function at the point indicated, (b) an equation of the plane tangent to the graph of the given function at the point whose x and y coordinates are given. and (c) an equation of the straight line tangent, at the given point, to the level curve of the given function passing through that point. f(x, y)=(x-y)/(x y) at (1,1) | Numerade
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Find the coordinates of the point(s) at which the curve has the specified gradient. (a) y=x^2 / 3, gradient =1 / 3 (b) y=x^5, gradient =405 (c) y=(1)/(x^2), gradient =16 (d) y=(1)/(x √(x)), gradient =-(3)/(64) | Numerade
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