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Consider the curve x=1-3t^(2),y=t-3t^(3). A tangent at point(-a3t^(2),t-3t^(3)) is inclined at an angle theta to the possitive x-axis and another tangent at point P(-2,2) cuts the curve agains at Q. The angle between the tangents at P and Q will be |
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Answer» `(PI)/(4)` |
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