The inner and outer circumference of a circular ring is 44 cm and 88cm. Find the width of the ring and also find its area.



Let R be the external radius and r be the internal radius.Now, outer circumference = 88 cm2πR = 882×227×R = 88R = 14 cmNow, inner circumference = 44 cm2πr = 442×227×r = 44r = 7 cmNow, width of the ring = R - r = 14 - 7 = 7 cmArea of ring = πR2 - r2=227142 - 72=227196 - 49=227×147=462 cm2

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wdth=x
area=y
and now you can solve it
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