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Find the ratio of the slant height to the radius of a right cicular cone in which the volume and lateral area are numerically equal. Assume the altitude of the cone to be 9 units.
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ii) Its lateral surface area = πrl sq. units Its volume = (1/3)*πr²h = 3πr² cu. units [Since given h = 9 units] iii) As both the above are numerically equal, πrl = 3πr² Simplifying, l = 3r
*whispers* The radius is 3:1
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