6 marks
- T 2 U 3 6 Marks 1 (19.97 KiB) Viewed 37 times
T= 2 , U= 3 6 marks
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T= 2 , U= 3 6 marks
T= 2 , U= 3
6 marks
Vibrations of harmonic motion can be represented in a vectorial form. Analyze the values of displacement, velocity, and acceleration if the amplitude, A=2+T, angular velocity, ω=4+ U rad/s and time, t=1 s. The values of T and U depend
6 marks
Vibrations of harmonic motion can be represented in a vectorial form. Analyze the values of displacement, velocity, and acceleration if the amplitude, A=2+T, angular velocity, ω=4+ U rad/s and time, t=1 s. The values of T and U depend
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