5 container shaped like a right circular cylinder having a diameter 12 cm and height 15 cm are full of ice cream.This ice cream is to be filled into cones of height 12 cm and diameter 6 cm, travelling hemispherical shape on the top or and is to be distributed to the children and in an orpanage. find the number of such cones which can be filled with ice-cream what value does a person doing such an egg possess?
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please not that –
* = square
^ = cube
radius of ice cream container = diameter ÷ 2 = 6 cm
hieght of container = 15 cm
volume of ice cream in one container
= πr*h
= π(6)*×15
= 540π
total volume of 5 such container
= volume of one container × 5
= 540π × 5
= 2700π
volume of ice cream serving structure
= volume of hemisphere + volume of cone
= 2/3πr^ + 1/3πr*h
= 1/3πr*( 2r + h )
= 1/3π(3)*(2×3+1)
= 1/3π×9×18
= 54π
to get no. of cones to be filled...
divide volume of 5 container by volume of ice cream serving structure
= 2700π ÷ 54π
= 50
50 cones
I hope this will help you and please figure out yourself about the values of the person
* = square
^ = cube
radius of ice cream container = diameter ÷ 2 = 6 cm
hieght of container = 15 cm
volume of ice cream in one container
= πr*h
= π(6)*×15
= 540π
total volume of 5 such container
= volume of one container × 5
= 540π × 5
= 2700π
volume of ice cream serving structure
= volume of hemisphere + volume of cone
= 2/3πr^ + 1/3πr*h
= 1/3πr*( 2r + h )
= 1/3π(3)*(2×3+1)
= 1/3π×9×18
= 54π
to get no. of cones to be filled...
divide volume of 5 container by volume of ice cream serving structure
= 2700π ÷ 54π
= 50
50 cones
I hope this will help you and please figure out yourself about the values of the person
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