1.

The lines tangent to the curve x3+2y3+3x2y−2yx2+3x−2y=0 and x7−y4+2x+3y=0 at the origin intersect at an angle θ, then the value of θ is equal to

Answer»

The lines tangent to the curve x3+2y3+3x2y2yx2+3x2y=0 and x7y4+2x+3y=0 at the origin intersect at an angle θ, then the value of θ is equal to



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