Let C be a point on a straight line AB, Circles are drawn with diameters AC and AB. Let P be any point on the circumference of the circle with diameter AB. If AP meets other circle at Q, then –

A.QC â•‘ PB

B. QC is never parallel to PB

C.QC = $1\over 2$ PB

D. QC â•‘ PB and QC =$1\over 2$ PB



[ A ]    a
right
[ B ]    b
[ C ]    c
[ D ]    d
Answer : Option A
Explanation :

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