A curve is given by the equation x=at^2 & y=at^3. A variable pair of perpendicular straight lines through the origin O meet the curve at P and Q. Show that the locus of point of intersection of tangents at P and Q is 4y^2=3ax-a^2.
Pranjal K
12 Years agoGrade upto college level
3 Answers
Girish Kadam
Approved Tutor Answer12 Years ago
Girish Kadam
12 Years ago
Dear Student,
Please check the answer in the image above.
Yash
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