The statements that are correct are:
1. V = 13π(15)2h can be used to find the volume of the cone.
2. If the volume is 47 cm3, then the height of the cone is approximately 5 cm.
1. V = 13π(15)2h can be used to find the volume of the cone.
2. If the volume is 47 cm3, then the height of the cone is approximately 5 cm.
The second option is If the volume is 47 cm^3, then the height of the cone is approximately 5 cm
the fourth option is Disregarding the 17 in slant height if the height of the cone i 20 cm, then the volume of the cone is 289 cm^3
the 4th one is isregarding the 17 in slant height if the height of the cone i 20 cm, then the volume of the cone is 2356 cm^3
the last response is H=3v/pie(17)^2 can be used to find the height of the cone
CHOOSE TWO
1. V = 1/3π(15)^2h can be used to find the volume of the cone.
2. If the volume is 47 cm^3, then the height of the cone is approximately 5 cm.
1. V = 1/3π(15)^2h can be used to find the volume of the cone.
2. If the volume is 47 cm^3, then the height of the cone is approximately 5 cm.
3. If the height of the cone is 20 cm (disregarding the slant height of 17 in), then the volume of the cone is approximately 289 cm^3.
4. If the height of the cone is 10 cm (disregarding the slant height of 17 in), then the volume of the cone is approximately 2356 cm^3.
5. H = 3V/π(17)^2 can be used to find the height of the cone.
Based on these options, the correct responses are:
1. V = 1/3π(15)^2h can be used to find the volume of the cone.
2. If the volume is 47 cm^3, then the height of the cone is approximately 5 cm.
Thank you for bringing this to my attention.