The equation of a circle in parametric form is given by x=acosθ, y=asinθ. The locus of the point of intersection of the tangents to the circle, whose parametric angles differ by π2.(A) x2+y2=5a2(B) x2+y2=2a2(C) x2+y2=3a2(D) x2+y2=4a2

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10 grade maths> The equation of a circle in parametric fo...

The equation of a circle in parametric form is given by x=acosθ, y=asinθ. The locus of the point of intersection of the tangents to the circle, whose parametric angles differ by π2.(A) x2+y2=5a2(B) x2+y2=2a2(C) x2+y2=3a2(D) x2+y2=4a2

Harshit Singh , 3 Years ago

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10 grade maths> The equation of a circle in parametric fo...

The equation of a circle in parametric form is given by x=acosθ, y=asinθ. The locus of the point of intersection of the tangents to the circle, whose parametric angles differ by π2.(A) x2+y2=5a2(B) x2+y2=2a2(C) x2+y2=3a2(D) x2+y2=4a2

Harshit Singh , 3 Years ago

Pawan Prajapati

Provide a better Answer & Earn Cool Goodies

LIVE ONLINE CLASSES

Ask a Doubt

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