check my answer Aran moved a cone-shaped pile of sand that had a height of 6 ft and a radius of 3 ft. He used all of the sand to fill a cylindrical pit with a radius of 6 ft. How high did the sand reach in the pit? Use 3.14 to approximate pi and express your final answer in tenths. 1.5 ft
@StudyGurl14 @robtobey @Here_to_Help15
@iambatman
am i correct @StudyGurl14 ?
still working on it...
ok thanks :)
I got about 2 ft...
i got 1.5did i do something wrong?
idk. show me what you did
ok hang on
an hour ago 99 jim_thompson5910 Best Response Medals 1 what is the volume of the cone? an hour ago 61 luffingsails You've already chosen the best response. Medals 0 So, first calculate the volume of sand in the cone. Then set that volume equal to the equation of the volume of a cylinder with radius 6 ft... then solve for the height of the cylinder. an hour ago 60 NunChuckBoy3101 Medals 0 it doesn't say @jim_thompson5910 an hour ago 99 jim_thompson5910 Best Response Medals 1 use the formula given on the previous problem to calculate the volume of the cone an hour ago 60 NunChuckBoy3101 Medals 0 ok an hour ago 60 NunChuckBoy3101 Medals 0 ok i confused my self can you set up the equation for me? an hour ago 60 NunChuckBoy3101 Medals 0 @jim_thompson5910 an hour ago 99 jim_thompson5910 Best Response Medals 1 V=13∗π∗r2∗h is the formula you need an hour ago 99 jim_thompson5910 Best Response Medals 1 for the volume of a cone an hour ago 60 NunChuckBoy3101 Medals 0 what should i do with 2 radius though an hour ago 99 jim_thompson5910 Best Response Medals 1 "Aran moved a cone-shaped pile of sand that had a height of 6 ft and a radius of 3 ft." r = 3 h = 6 an hour ago 60 NunChuckBoy3101 Medals 0 ok so it would be 3^2*6*3.14? an hour ago 99 jim_thompson5910 Best Response Medals 1 yes an hour ago 99 jim_thompson5910 Best Response Medals 1 what is that equal to an hour ago 60 NunChuckBoy3101 Medals 0 ok so it is equal to 169.56 an hour ago 99 jim_thompson5910 Best Response Medals 1 good an hour ago 99 jim_thompson5910 Best Response Medals 1 Volume of a Cylinder V=π∗r2∗h an hour ago 60 NunChuckBoy3101 Medals 0 so that is correct? an hour ago 99 jim_thompson5910 Best Response Medals 1 plug V = 169.56 into V=π∗r2∗h along with r = 6 an hour ago 99 jim_thompson5910 Best Response Medals 1 then solve for h an hour ago 60 NunChuckBoy3101 Medals 0 339.12? an hour ago 60 NunChuckBoy3101 Medals 0 or is it 113.04 an hour ago 60 NunChuckBoy3101 Medals 0 @jim_thompson5910 an hour ago 99 jim_thompson5910 Best Response Medals 1 V=π∗r2∗h 169.56=3.14∗62∗h h=??? an hour ago 60 NunChuckBoy3101 Medals 0 idk what to do an hour ago 60 NunChuckBoy3101 Medals 0 @jim_thompson5910 an hour ago 99 jim_thompson5910 Best Response Medals 1 you have to solve for h an hour ago 99 jim_thompson5910 Best Response Medals 1 look at the last steps I posted above an hour ago 60 NunChuckBoy3101 Medals 0 h=0.870 an hour ago 60 NunChuckBoy3101 Medals 0 @jim_thompson5910 an hour ago 99 jim_thompson5910 Best Response Medals 1 what is 3.14*6^2 equal to? an hour ago 60 NunChuckBoy3101 Medals 0 113.04 i kept getting that earlier but i thought it was wrong an hour ago 99 jim_thompson5910 Best Response Medals 1 now you have 169.56 = 113.04*h an hour ago 99 jim_thompson5910 Best Response Medals 1 divide both sides in 169.56 = 113.04*h by 113.04 to isolate h an hour ago 60 NunChuckBoy3101 Medals 0 SO 113.04*113.04 an hour ago 60 NunChuckBoy3101 Medals 0 ? an hour ago 99 jim_thompson5910 Best Response Medals 1 169.56 = 113.04*h 169.56/113.04 = h h = ??? an hour ago 60 NunChuckBoy3101 Medals 0 oh ok 1.5 an hour ago 99 jim_thompson5910 Best Response Medals 1 yes
@StudyGurl14
one thing i noticed is you didn't divide 169.646... by 3 to get the volume of the cone
then take what you get from that^ and divide it by 6^2pi
to get the height
2
yep. :)
except express to the nearest tenth
ok thank you can you help with another
sure. close this post and open a new one. tag me
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