SOLUTION: . Racquetball. The volume of rubber (in cubic centimeters)
in a hollow rubber ball used in racquetball is given by
V=4/3(pi)R3^3-4/3(pi)r^3
where the inside radius is r
Algebra.Com
Question 181955: . Racquetball. The volume of rubber (in cubic centimeters)
in a hollow rubber ball used in racquetball is given by
V=4/3(pi)R3^3-4/3(pi)r^3
where the inside radius is r centimeters and the outside
radius is R centimeters.
a) Rewrite the formula by factoring the right-hand side
completely.
b) The accompanying graph shows the relationship
between r and V when R =3. Use the graph to
estimate the value of r for which V = 100 cm3.
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
I just did this one.
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