In circle Y, what is the measure of arc T U? 59° 67° 71° 118°
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Answers
we have to find the measure of arc TU
solution : angles of intersecting chords theorem : when two chords intersect at a point inside the circle, the measure of angel formed by these two chords is half of sum of chords’ intersected arcs.
see figure, chords AD and BC intersect at P and angle formed by chords is x
then, x = 1/2 [arc AB + arc CD ]
now come to the question,
we have given, angle formed by chords , x = 63°
arc RS = 55° and arc TU = ?
from theorem,
63° = 1/2 [55° + arc TU ]
⇒63° × 2 = 55° + arc TU
⇒126° - 55° = arc TU
⇒arc TU = 71°
Therefore the measure of arc TU is 71°
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Answer:
Hlw above ans is correct
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