Question
is a polynomial of degree 3 passing through the origin having local extrema at Statement 1 : Ratio of areas in which cuts the circle Statement 2 : Both and the circle are symmetric about the origin.
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Question 2
For a point
in the plane, let
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from the lines
respectively. The area of the region
consisting of all points
lying in the first quadrant of the plane and satisfying
isQuestion Text |
is a polynomial of degree 3 passing through the origin having local extrema at
Statement 1 : Ratio of areas in which
cuts the circle
Statement 2 : Both
and the circle are symmetric about the origin. |