Write and equation to match the hanger.

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The closest approximation of the volume of the cone that can be

filled with flavored ice is  Vt≈7.00 inches^3

Step-by-step explanation:

Step 1

 The  following information is mentioned in the question above:

Step 2

Using the formula to  calculate the volume of a sphere to find the volume of the bubble gum ball

 Vs=4πr^3/3(Vs=Volume of sphere)

 r is the radius (r=0.5 inches/2=0.25 inches)

 Vs=4π(0.25 inches)^3/3

 Vs=0.065 inches^3

Step 3

The volume of the cone is expressed as

 Vc=πr^2h/3

 r is the radius of the cone (r=1.5 inches)

 h is the height (h= 3 inches)

 Vc=π(1.5 inches)^2(3 inches)/3

 Vc=7.06 inches^3

Step 4

The closest approximation of the volume of the cone that can be filled with flavored ice is

 Vt=Vc-Vs

 Vt≈7.00 inches^3