Stacy hits the jackpot one day at the gumball machine. She puts in a quarter and gets 4 gumballs rather than I

The radius of each gumball is 6 mm.

What is the total volume of all 4 gumballs?

Either enter an exact answer in terms of moruse 3.14 for a

3620.57

Step-by-step explanation:

Given: Stacy hits the jackpot one day at the gumball machine and won 4 gumballs, radius of each gumball is 6 mm

To find: Total volume of all 4 gumballs

Solution:

Gumball is Spherical

Volume of Sphere = (4/3) πr³

r = Radius of Sphere

r = 6mm

Volume of 1 gumball = (4/3) π * 6³

= 288π mm³

Volume of 4 gumballs = 4 * 288π

= 1152π mm³

using π = 22/7

= 3,620.57 mm³

or using π = 3.14

= 3,617.28 mm³

Volume of 4 gumballs = 288π mm³ ≈ 3,620 mm³

V of 4 gumballs is 904.32 mm square

Step-by-step explanation:

First list down the given values

r=6 mm pie value=3.14

secondly

state the formula to find the volume/circumference of a circle I. e. 2 Pi R Square

3. Put values in that formula

2*3.14 * (6 mm) square

6.28*36 mm square=226.08 mm square

4. multiply the volume of one ball with four to find the volume of 4 gumballs

226.08*4=904.32 mm square

Therefore volume of 4 gumballs is 904.32 mm square