The diameter of shaft A is thrice that of the diameter of shaft B. Power transmitted by shaft A when compared to shaft B will beA3 timesB9 timesC27 timesD81 timesAnswer: C. 27 times Read Explanation: Given: DA=3DBD_A =3 D_BDA=3DB' Power ∝ Torque, And Torque, T=τmax×π×D316.:Power(P)∝D3⇒PAPB=(dAdB)3=(3dBdB)3=(3)3=27T = \frac {\tau_{max} \times \pi\times D^ 3} {16} .: Power (P) \propto D ^ 3 \Rightarrow \frac{P_{A}}{P_{B}} = (\frac{d_{A}}{d_{B}}) ^ 3 = (\frac{3d_{B}}{d_{B}}) ^ 3 = (3) ^ 3 = 27T=16τmax×π×D3.:Power(P)∝D3⇒PBPA=(dBdA)3=(dB3dB)3=(3)3=27 Read more in App