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In the figure, if PQ = 16 and CD = 30 and PQ is the midsegment of AB and CD with M as its midpoint, then what is the length of a radius of the circle? Answer 15 8 17 16
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looks like 17
yea i think its 17
first join CM
its a pythagoras thing right?
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YES
use the pythagorean triangle formed by (1/2)CD and (1/2)PQ. to find hypothenuse
its 17
\[((1/2)(30))^2+((1/2)(16))^2=r^2\]
r=17 as they said
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