a) Volume of rectangular container:
1 foot = 12 inches

b) Volume of the cylindrical container:
![\begin{gathered} V=\pi* r^2* h \\ V=\pi*(4.5)^2*30 \\ V=\pi*20.25*30 \\ V=607.5\pi \\ V=607.5(3.14) \\ V=1907.55\operatorname{cm}^3 \end{gathered}]()
c) First, we convert the volumes of the containers into the same units.
For volume of the rectangular container in centimeters:
1 inch3 = 16.3871 cm3
![V=120*16.3871=1966.45\operatorname{cm}^3]()
With this, we can say that the rectangular container has a larger volume than the cylindrical container. Therefore, the cylindrical container is a better buy.
Answer:
a) V = 120 in^3
b) V = 1907.55 cm^3
c) Cylindrical container is a better buy