Question

Question #a77c0

Answer 1

Volume of water overflow is `219.92cm^3`

Explanation:

Cylinder radius :`r_c=40/2=20`cm ; Cylinder height: `h_c=70`cm
Volume of cylinder : `V_c= pi*r_c^2*h_c= pi*20^2*70 ~~87964.59 cm^3`

Water cylinder radius :`r_w=40/2=20`cm ; water cylinder height: `h_w=70*4/5=56`cm
Volume of water : `V_w= pi*r_w^2*h_w= pi*20^2*56 ~~70371.68 cm^3`

Cone radius :`r=18`cm ; cone height: `h=70*3/4 =52.5`cm
Volume of cone : `V= 1/3*pi*r^2*h= 1/3*pi*18^2*52.5 ~~17812.83 cm^3`

Volume of water overflow `V-(V_c -V_w) = 17812.83-(87964.59-70371.68) = 17812.83-17592.91= 219.92cm^3`