A hyperbola in standard position has equation 36x2 −49y2 −100 = 0. Write down a parametrisation of the part of this hyperbola that lies in the second quadrant (not including any points that lie on the x-axis or y-axis). Make sure that you include the restrictions that are needed on the values of the parameters.
A hyperbola in standard position has equation 36x2 −49y2 −100 = 0. Write down a parametrisation of the part of this hyperbola that lies in the second quadrant (not including any points that lie on the x-axis or y-axis). Make sure that you include the restrictions that are needed on the values of the parameters.
Chapter4: Rational Functions And Conics
Section4.4: Translations Of Conics
Problem 3ECP
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A hyperbola in standard position has equation
36x2 −49y2 −100 = 0.
Write down a parametrisation of the part of this hyperbola that lies in the second quadrant (not including any points that lie on the x-axis or y-axis). Make sure that you include the restrictions that are needed on the values of the parameters.
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