Internal diameter of hemispherical bowl=36 m
∴ Radius of hemispherical bowl (r)=18 cm
Volume of liquid=23πr3
=23×π×183
∴ Diameter of bottle=6 cm
∴ Radius of bottle=3 cm
Height of bottle be hcm
Now,volume of a cylindrical bottle-πR2h
=π32h
=9πh
Volume of liquid to be transfer=volume of liquoid -10% volume of liquid
=23π183−10100(23π183)
=23π183(1−10100)
=23π183×910
=π×183×35
Number of cylindrical bottles=Volumes of liquid to be transferredVolume of a bottle
72=π×18×18×18×359πh
h=275=5.4 cm
Hence,height of each bottle will be 5.4 cm.