Posted by **Joanie** on Monday, March 30, 2009 at 7:08pm.

Problem: Identify the conic from the equation 13x^2-6(sq.rt.6)xy+7y^2-16=0

I have to choose from the following four answers:

hyperbola (angle of rotation 45)

hyperbla (angle of rotation 60)

ellipse (angle of rotation 90)

ellipse (angle of rotation 30)

I used the discriminant (-148) is less than 0--equation on an ellipse and A does not equal C.

I am using the formula tan2theta=B/A-C to find the angle of rotation.

tan2theta = -6(dq.ft.6)/13-7 = -6(sq.rt.6)/6 =-(sq.rt. 6)

tan2theta=-67.79

theta=-33.89 degrees

Where have I gone wrong finding the angle of rotation? I have my calculator set to degrees.

Thanks for helping!

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