determine the volume of a conical tin having radius of the base 30cm and slant height 50cm.
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radius (r) =30cm, slant height (l) =50
As we know that ,
(l)^2=(r)^2+(h)^2
putting the value
h=√(50)^2-(30)^2
h=√2500-900
h=√1600=40 cm
As we know that volume of conical tent is 1(πr^2h)/3=(3.14*900*40)/3
37680 cm^3
I hope ur will help you
As we know that ,
(l)^2=(r)^2+(h)^2
putting the value
h=√(50)^2-(30)^2
h=√2500-900
h=√1600=40 cm
As we know that volume of conical tent is 1(πr^2h)/3=(3.14*900*40)/3
37680 cm^3
I hope ur will help you
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