In the figure, AB and CD are two parallel chords of a circle with centre O and radius 13 cm such that AB=10 cm and CD=24 cm. If OP is perpendicular to AB and OQ is Perpendicular to CD, determine the length of PQ
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AO*AO=(AP*AP)+(OP*OP) PYTHAGORAS
169=25+OP*OP
144=OP*OP
OP=12
OC*OC=(OQ*OQ)+(CQ*CQ)
169=OQ*OQ+144
OQ=5
OP+OQ=PQ
12+5=17
169=25+OP*OP
144=OP*OP
OP=12
OC*OC=(OQ*OQ)+(CQ*CQ)
169=OQ*OQ+144
OQ=5
OP+OQ=PQ
12+5=17
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