A tangent and a secant is drawn from an external point P of circle O with radius 4.5 units. The secant passes through the center of the circle at point O. If the tangent segment has length 2 more than the external segment of the secant, what is the length of the tangent segment?
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Answer:
Given legth of PQ=8cm
length of OQ = 6cm
PQ is tangent
therefore ∠OQP=90
so by apply pythoguras theorem
we can find $OP$$$
OP
2
=OQ
2
+PQ
2
OP
2
=6
2
+8
2
OP=10cm
please brainliest mark
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