You are given two concentric circles, the length of one of them is 33п cm, and the other is 27п cm. Find the width of the ring.

1) The width of the ring x will be equal to the difference between the larger and smaller radii: x = R – r.
2) We express the radii from the formula for the circumference: L = 2πR and l = 2πr, which means: R = L / 2π = (33π / 2π) cm = 16.5 cm. R = l / 2π = (27π / 2π) cm = 13.5 cm.
3) Then: x = 16.5 cm – 13.5 cm = 3 cm.
ANSWER: 3 cm.



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