Given, radius (r) and height (h) of conical vessel is 5 cm and 24 cm respectively.
Volume of water in conical vessel = 13πr2h
= 13×227×5×5×24
= 1320021cm3
Since water is emptied into a cylindrical vessel.
Now, Volume of water in conical vessel = Volume of water in cylindrical vessel
1320021=πR2H
1320021=227×10×10×H
H=13200×721×22×10×10
H=2 cm
∴ Height of water rise in cylindrical vessel is 2 cm.