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6. If the diameters of the concentric circlesshown in the figure below are in the ratio 1:2:3 then find the ratio of the areas of threeregions. |
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Answer» Let radius of three concentric circles are r, 2r, 3r Area of first region A1= pi*r*r Area of second region A2= pi*2r*2r - pi*r*r= 3pi*r*r Area of third region A3= pi*3r*3r - pi*2r*2r= 5pi*r*r Ratio of area of three regions areA1:A2:A3 = pi*r*r:3pi*r*r:5pi*r*r= 1:3:5 |
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