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A rectangle has dimensions 6 cm x 5 cm. Find the volume of the object created when the rectangle is rotated about a segment connecting the midpoints of the 6 cm edges. Express the answer in terms of 
- \(5\pi {cm^3}\)
- \(15\pi {cm^3}\)
- \(45\pi {cm^3}\)
- \(60\pi {cm^3}\)
- \(5\pi {cm^3}\)
- \(15\pi {cm^3}\)
- \(45\pi {cm^3}\)
- \(60\pi {cm^3}\)
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