Which of these is equivalent to the sum of lengths of arcs corresponding To minor and major segment of a circle of radius 12 cm
Answers
Given : a circle of radius 12 cm
To find : sum of lengths of arcs corresponding to minor and major segment of the circle
solution:
sum of lengths of arcs corresponding to minor and major segment of the circle = circumference of the circle
circumference of a circle = 2 π R
R = Radius = 12 cm
=> circumference of the circle = 2 π ( 12)
= 24 π cm
≈ 75.4 cm
sum of lengths of arcs corresponding to minor and major segment of the circle of radius 12 cm is about 75.4 cm
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