Q.

Equations of tangents to the hyperbola 4x2  3y2 =24 which makes an angle 30° with y-axis are

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a

3x-y=±10

b

3x-y=±5

c

3x-y=±10

d

3x-y=±5

answer is A.

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Detailed Solution

Question ImageGiven hyperbola x26-y28=1 where  a2=6, b2=8,  As the line makes an angle 300 with y-axis, so slope of tangent( m)=tan 600=3 Now equation of tangent is y=mx±a2m2-b2 y=3x±18-8 3x-y=±10

 

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