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A variable circle passes through the fix...

A variable circle passes through the fixed `A (p, q)` and touches the x-axis. Show that the locus of the other end of the diameter through `A` is (x-p)^2 = 4qy`.

A

`(x-p)^(2)=4qy`

B

`(x-q)^(2)=4py`

C

`(y-p)^(2)=4qx`

D

`(y-q)^(2)=4qx`

Text Solution

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The correct Answer is:
A
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