what is the diameter of a circle PQOP if PQ =24cm and OP=13cm
Answers
Answer:
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Answer:
18.4 cm
Explanation:
PO is a radius that is 13 cm. That means that OQ which is also a radius has a measure of 13 cm. Together lines PO, OQ and PQ make a right triangle. PQ is the hypotenuse which we solve for: c^2= 13^2 + 13^2 c^2= 338 c = 18.4 cm PS Line PR can't be 10 cm because using the tangent property it wont mathematically correspond to the other measurements in a right triangle. Try drawing it out and solving for RO to get what I mean..