A cylindrical ice-cream pot of radius 6 centimetre and height 21 cm is full of ice cream.The ice cream is to be filled in cone of height 12cm and radius 3cm. ice cream on the top of the cone has hemispherical shape how many such cones can be filled with ice cream? ANS.14
Answers
Answered by
7
Answer:
ans 14cm
Step-by-step explanation:
Volume of cylinder = πh = π * 6 * 6 * 21 = 2375.04 cubic cm
Volume of cone = πh/3
= π * 3 * 3 * 12/3 = 113.1 cusecs
Volume of the hemisphere on the cone = 2/3 *πh
= 2/3 * π * r * r * r = 56.54 cusecs
therefore total volume of cone with icecream on the top = 113.1 + 56.54 = 169.64 cusecs
no. of cones = volume of cylinder / total volume of icecream cone = 14
Answered by
0
Answer:
22/7(6)(6)(21) 2376. 22/7(3)(3)(12) 339.42 2376/339.42. 7.00076772 is the answer
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