Answer:
Cylinder C is the right answer.
Step-by-step explanation:
We have to find the storage capacity or the volume of cylindrical silos.
A. radius 6 feet; height 60 feet
Volume = [tex]\pi r^{2} h[/tex]
V = [tex]3.14\times6\times6\times60=6782.40[/tex] cubic feet
B. radius 8 feet; height 50 feet
V = [tex]3.14\times8\times8\times50=10048[/tex] cubic feet
C. radius 10 feet; height 34 feet
V = [tex]3.14\times10\times10\times34=10676[/tex] cubic feet
D. radius 12 feet; height 20 feet
V = [tex]3.14\times12\times12\times20=9043.20[/tex] cubic feet
Comparing all the volumes, we can see that cylinder C has the heighest volume.
Therefore, cylinder C is the right answer.
