A cylinderical icecream pot of radius 20cm and height 60cm is filled completely with icecream. It was packaged in ready to sale cones of radius 2cm and height 10cm. How many such cones can be filled?
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Answered by
5
here volume of cylindrical ice cream =>
=> 22/7*20*20*60 => 75428.5cm3
now volume of cone => 22/7*2*2*10
=>125.7 cm3
therefore number of cones => 75428.5/125.7
=> 600 cones
=> 22/7*20*20*60 => 75428.5cm3
now volume of cone => 22/7*2*2*10
=>125.7 cm3
therefore number of cones => 75428.5/125.7
=> 600 cones
rahulnerp1s27k:
which one ?
plz send correct full answer step by step its urgent
hey that is the answer
if u want u can write or just leave that
but shiv176 answer is 1800
my answer is also 1800
plz send
i found the fault in Dheeraj68's answer
correct the fault and send the answer
yes wait
Answered by
10
r of cylinder = 20 cm
h of cylinder = 60 cm
Volume of cylinder = 3.14*20*20*60
= 75360 cm^3
r of cone = 2 cm
h of cone = 10 cm
Volume of cone = 1/3*3.14*2*2*10
= 125.6/3
No. of cones = 75360/125.6/3
= 600*3
= 1800 cones
h of cylinder = 60 cm
Volume of cylinder = 3.14*20*20*60
= 75360 cm^3
r of cone = 2 cm
h of cone = 10 cm
Volume of cone = 1/3*3.14*2*2*10
= 125.6/3
No. of cones = 75360/125.6/3
= 600*3
= 1800 cones
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