in figure 3.75, seg PQ is a diameter of a circle with centre O. R is any point on the circle. seg RS perpendicular seg PQ. prove that, SR is the geometric mean of PS and SQ. that is, SR square equal PS products SQ.
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Answer:
what are you asking I am simply not able to answer but
Step-by-step explanation:
as the figure shows
angle psq is 90° (semi circle angle)
so by Pythagoras theorem
pq^2=sp^2+sq^2(PQ=rs)
so,
{rs^2=ps^2+sq^2}
hence prooved thanks
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