AB and CD are two parallel chords of the circle, if the radius of the circle is 15cm, find the distance between the two chords. AB =24cm CD = 18cm the distance is
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Answer:
Step-by-step explanation:
In△AOE
r
2
=x
2
+25
in△COF
r
2
=(17−x)
2
+144
Now, x
2
+25=(17−x)
2
+144
⇒x
2
+25=289+x
2
−34x+144
⇒34x=408
⇒x=12
r
2
=144+25
r=13 cm
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