P is a point on y2=4ax(a>0) whose vertex is A. PA is produced to meet the directrix in D and M is the foot of perpendicular from P on the directrix. If a circle is described on MD as a diameter then it intersects x−axis at
A
(–3a,0)
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B
(–2a,0)
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C
(a,0)
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D
(–a,0)
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Solution
The correct options are A(–3a,0) C(a,0)
The circle will cut the x−axis at (–3a,0) and (a,0).