Consider the curve given by the equation xy^(2)-x^(3)y=8. It can be shown that (dy)/(dx)=(3x^(2)y- y^(2))/(2xy-x^(3)) Write...

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Consider the curve given by the equation xy^(2)-x^(3)y=8. It can be shown that (dy)/(dx)=(3x^(2)y- y^(2))/(2xy-x^(3)) Write the equation of the vertical line that is tangent to the curve. Consider the curve given by the equation xy^(2)-x^(3)y=8. It can be shown that (dy)/(dx)=(3x^(2)y- y^(2))/(2xy-x^(3)) Write the equation of the vertical line that is tangent to the curve.

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The equation of the vertical line that is tangent to the curve is x c where c ... View the full answer