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A PQR is an equilateral triangle
with side 18 cm. A circle is drawn
on the segment QR as diameter. Find
the length of the arc of this circle within
the triangle
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Answer:
9.42 cm
Step-by-step explanation:
Join the two ends of the arc inside the triangle with mid point of QR( center of the circle). The angle subtended at the center is 60 degree or pi/3
S=r*theta r=radius=18/2=9
=9*pi/3=3pi=9.42 cm
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