In the Previous Problem, After Separating Variables, the Resulting Problems $r R ^ { \prime \prime } - R ^ { \prime } + \lambda r R = 0 , R ( 0 )$

question 26

Multiple Choice

In the previous problem, after separating variables, the resulting problems are

• A) \(r R ^ { \prime \prime } - R ^ { \prime } + \lambda r R = 0 , R ( 0 )\) is bounded, \(R ( 2 ) = 0 , Z ^ { \prime \prime } + \lambda Z = 0 , Z ( 3 ) = 0\)
• B) \(r R ^ { \prime \prime } + R ^ { \prime } - \lambda r R = 0 , R ( 0 )\) is bounded, \(R ( 2 ) = 0 , Z ^ { \prime \prime } - \lambda Z = 0 , Z ( 3 ) = 0\)
• C) \(r R ^ { \prime \prime } - R ^ { \prime } - \lambda r R = 0 , R ( 0 )\) is bounded, \(R ( 2 ) = 0 , Z ^ { \prime \prime } - \lambda Z = 0 , Z ( 3 ) = 0\)
• D) \(r R ^ { \prime \prime } + R ^ { \prime } + \lambda r R = 0 , R ( 0 )\) is bounded, \(R ( 2 ) = 0 , Z ^ { \prime \prime } - \lambda Z = 0 , Z ( 3 ) = 0\)
• E) \(r R ^ { \prime \prime } + R ^ { \prime } + \lambda r R = 0 , R ( 0 )\) is bounded, \(R ( 2 ) = 0 , Z ^ { \prime \prime } + \lambda Z = 0 , Z ( 3 ) = 0\)

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