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The radii of two solid cones are equal and their slant heights are in the ratio 7 : 4. The ratio between their curved surface areas is:

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Question

The radii of two solid cones are equal and their slant heights are in the ratio 7 : 4. The ratio between their curved surface areas is:

Options

  • 4 : 7

  • 7 : 4

  • 16 : 49

  • 49: 16

MCQ
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Solution

7 : 4

Explanation:

Let radii of both the cones be r units each.

Let slant height of two cones be l1 and l2.

Curved surface area of first cone = πrl1

Curved surface area of second cone = πrl2

`("CSA of 1st cone")/("CSA of 2nd cone​") = (​πrl_1)/(πrl_2​​) = (l_1​​)/(l_2​) = 7/4​ = 7 : 4.`

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Chapter 20: Cylinder, Cone and Sphere - EXERCISE 20 (B) [Page 310]

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Selina Concise Mathematics [English] Class 10 ICSE
Chapter 20 Cylinder, Cone and Sphere
EXERCISE 20 (B) | Q 1. (e) | Page 310
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