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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. ___ft I got 42.9ft
First, find the volume of cone, using the formula \[V=\Pi*r*l\], were r is radius and l is slanting height. What do you get, replacing the values?
Thats what I did and got 42.9 is it right or no?
Wait. To find the slanting height, you have to use Pythagoras Theorem, because |dw:1428700491441:dw| \[l=\sqrt{side1^{2} + side2^{2}}\] or \[\sqrt{6^{2}+3^{2}}\]= 6.71ft. Back to V=3.14*3*6.71=63.2 ft^3. Got this part for now?
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