SOLUTION: PLEASE HELP! Find two points of intersection of the: 4-petal rose given by: r=sin2theta , r=cos2theta
BY Symmetry other points of intersection are?
GIVEN-> (0.707,___) ?
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-> SOLUTION: PLEASE HELP! Find two points of intersection of the: 4-petal rose given by: r=sin2theta , r=cos2theta
BY Symmetry other points of intersection are?
GIVEN-> (0.707,___) ?
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Question 1030846: PLEASE HELP! Find two points of intersection of the: 4-petal rose given by: r=sin2theta , r=cos2theta
BY Symmetry other points of intersection are?
GIVEN-> (0.707,___) ? Answer by ikleyn(52921) (Show Source):
You can put this solution on YOUR website! .
PLEASE HELP! Find two points of intersection of the: 4-petal rose given by: r=sin2theta , r=cos2theta
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The equation to determine the intersection points is
= .
It gives
= 1
and hence
= and/or = .
Then = and/or = .
Can you complete it yourself from this point?
