Atrack is in the form of a ring whose inner and outer circumference are 88m and 132m , respectively. Find the breadth of the track.
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Answer:
Outer Circumference = 132 cm
=> Radius = Circumference / 2π
=> Radius = 132 / (2 × 22/7)
=> Radius = 132 / (44/7)
=> Radius = 132 × 7/44
=> Radius = 3 × 7
=> Radius = 21 cm
Inner Circumference = 88 cm
=> Radius = Circumference / 2π
=> Radius = 88 / (2 × 22/7)
=> Radius = 88 / (44/7)
=> Radius = 88 × 7/44
=> Radius = 2 × 7
=> Radius = 14 cm
Width of the ring = Outer Radius - Inner radius
= 21 - 14
= 7cm
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