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A target is shown in fig. below consists of three concentric circles of radii, 3, 7 and 9 cm respectively. A dart is thrown and lands on the target. What is the probability that the dart will land on the shaded region? Select the correct answer from above options

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We have, 1st circle – with radius 3 2nd circle – with radius 7 3rd circle – with radius 9 So, their areas would be Area of 1st circle = π(3)2 = 9π Area of 2nd circle = π(7)2 = 49π Area of 3rd circle = π(9)2 = 81π Area of shaded region = Area of 2nd circle – Area of 1st circle = 49π − 9π = 40π Probability that it will land on the shaded region Therefore, the probability that the dart will land on the shaded region is 40 81 40 .

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