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Function `x=Asin^(2)omegat+Bcos^(2)omegat+Csinomegat cos omegat` represents simple harmonic motion,A. for any value of A, B and C (except `C = 0`)B. If `A = -B, C = 2B`, amplitude `= |Bsqrt(2)|`C. If `A = B, C = 0`D. If `A = B, C = 2B`, amplitude `= |B|` |
Answer» Correct Answer - A::B::D For `A = -B` and `C = 2B` `X = B cos 2omegat + B sin 2omegat = sqrt(2)B sin(2omegat+(pi)/(4))` This is equation of SHM of amplitude `sqrt(2)B` If `A = B` and `C = 2B`, then `X = B + B sin 2omegat` This is also equation of SHM about the point `X = B` function oscillates between `X = 0` and `X = 2B` with amplitude `B`. |
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