A harmonic osillator is represented by y=0.5cos (1500pi t+0.8) where 'y' and 't' are in 'm' and 's' respectively. Calculate (iii) angular frequency

A harmonic osillator is represented by y=0.5cos (1500pi t+0.8) where '

1.	A harmonic osillator is represented by y=0.5cos (1500pi t+0.8) where 'y' and 't' are in 'm' and 's' respectively. Calculate (iii) angular frequency
Answer» SOLUTION :GIVEN, `y=0.5cos(1500pit+0.8)=0.5sin((PI)/(2)-1500pit-0.8)=0.5sin[-1500pit-(0.8-(pi)/(2))]` `y=-0.5sin[1500pit+(0.8-(pi)/(2))]` Now (III) angular FREQUENCY `omega=1500pi=4.713xx10^(3)" rads"^(-1)`