find the radius of a base of a cone whose curved surface area is 188 4. 4 metre square and its slant height is 12 centimetre. What is the solution of this question
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Dear friend ,
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As the Curved Surface Area (CSA) of cone is given by the formula :
CSA =
where pi = 3.14
r = radius of the base of cone
l = slant height of the cone
also take care to have same units of r , l and of csa(which will be in square units as it is an area)
so your answer will be,
CSA = 3.14 * r * 0.12 (converting 12 cm into 0.12 m )
so putting csa =1884.4 m square
1884.4 = 3.14 * r * 0.12
1884.4 / 3.14*0.12 = r
therefore r = 5001.06
hope you find it helpful
please add this question as brainliest if you find the answer is helpful.
As the Curved Surface Area (CSA) of cone is given by the formula :
CSA =
where pi = 3.14
r = radius of the base of cone
l = slant height of the cone
also take care to have same units of r , l and of csa(which will be in square units as it is an area)
so your answer will be,
CSA = 3.14 * r * 0.12 (converting 12 cm into 0.12 m )
so putting csa =1884.4 m square
1884.4 = 3.14 * r * 0.12
1884.4 / 3.14*0.12 = r
therefore r = 5001.06
hope you find it helpful
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