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A solid shaft can resist a bending moment of 3 KNM and a twisting moment of 4 KNM together, then the maximum torque (in KNM) that can be applied is

A7

B3.5

C4.5

D5

Answer:

D. 5

Read Explanation:

For combined loading (bending and twisting); The equivalent torque is: [Teq=(M2+T2)][T_{e}q = \sqrt{(M ^ 2 + T ^ 2)}] . Given: M = 3kNm and T = 4 kNm; Maximum torque applied is, Teq=(32+42)=25=5kNmT_{e}q = \sqrt{(3 ^ 2 + 4 ^ 2)} = \sqrt{25} = 5kNm

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