Maths-
General
Easy
Question
Calculate the amount of ice cream this cone can hold (just to the top of the cone). Round to the nearest hundredth.
- 58.29 cm3
- 58.29 cm3
- 233.15 cm3
- 233.15 cm³
Hint:
Volume of a cone = (
)πr2h
The correct answer is: 58.29 cm3
We have given the dimensions of a ice cream cone
Diameter = 4.5 cm
Radius , r = 4.
= 2.25 cm
Height , h = 11 cm
We have to find the volume of the given cone
We know that
Volume of a cup = (1/3)πr2h
= ()(3.14)(2.25 x 2.25)(11)
= ()(3.14) (5.06 x 11)
= ()(3.14)(55.68)
= 174.
= 58.29 cm3
Therefore, the volume of ice cream cone is 58.29 cm3
Therefore correct option is a)58.29 cm3.
)(3.14)(2.25 x 2.25)(11))(3.14) (5.06 x 11))(3.14)(55.68)Therefore, the volume of ice cream cone is 58.29 cm3
Therefore correct option is a)58.29 cm3.
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