Answer:
Step-by-step explanation:
1.- Volumeo f the circular cylinder (to holds three balls)
each ball is 3,3 cm radius then is 6,6 cm diameter
Then 3 diameters are equal to 3* 6.6 = 19,8 cm (the height of the cylinder)
Then the volume of the cylinder is
V(c) = π*r²*h ⇒ V(c) =3,14*(3,3)²*19,8 ⇒ V(c) = 677.05 cm³
Now the volume of a tennis ball (is an sphere)
V(s) = 4/3*π*r³ ⇒ V(s) =4/3*3,14 * (3,3)³ ⇒ V(s) = 150,46 cm³
We have three balls then volume of the three balls
150,46*3 = 451.37 cm³
So V(c) = 677,05 cm³ V(bt) = 451,41
V(c) /V(bt) = 677,05/ 451,41 = 1,498
Then V(c) is 49.8 % bigger than of V(bt) of three balls
