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Column A has both its ends fixed, and column B has one end fixed and the other end free. The ratio of the buckling load of column A to that of column B is:

A1

B16

C0.5

D2

Answer:

B. 16

Read Explanation:

The ratio of buckling load of column A, fixed at both ends with effective length Le=L2L_{e} = \frac {L}{ 2} to that of column B, fixed at one end and free at the other end with effective length Le=2LL_{e} = 2L is PAPB=(LeBLeA)eff2=(2LL/2)2=16:16:1\frac{P_{A}}{P_{B}} =(\frac{L_eB}{ L_eA })_{eff} ^ 2 =(\frac{ 2L}{ L/2} )^ 2 =16: 16:1

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