0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

"25. A sector of a circle of radius 6\\( \\mathrm { cm } \\) has an angle of \\( 120 ^ { \\circ } .14 \\) is rolled up so that the two bounding\nradii are joined together to form a cone.\nFind \\( ( i ) \\) the total surface area of the cone (it) the volume of the cone."

Solution
Verified by Toppr


Was this answer helpful?
0
Similar Questions
Q1
A sector of a circle of radius 15 cm has the angle 1200. If is rolled up so that the two bounding radii are joined together to form a cone. The volume of the cone is
View Solution
Q2
A sector of a circle of radius 15 cm has the angle 120Ā°. It is rolled up so that two bounding radii are joined together to form a cone. Find the volume of the cone.
View Solution
Q3

A sector of a circle of radius 15cm has the angle 120Ā°. It is rolled up so that two bounding radii are joined together to form a cone. Find the volume of the cone.


View Solution
Q4
A sector of circle of radius 15 cm has the angle 120o. It is rolled up so that two bounding radii are joined together to form a cone. The height of the cone is:
View Solution
Q5
12. A sector of circle if radius 9 cm has central angle of 120 degree. It is rolled up so that the two bounding radii are joined together to form a cone. Find 1. The slant height and of the cone 2. The radius of the base of the cone 3. The volume of the cone 4. The total surface area of the cone
View Solution