Howtosignalprocessing
- What is Omega in a sin omega t?
- What is the time period of sin omega t cos omega t?
- Is sin Cube omega t?
- What is cos 2 Omega T?
What is Omega in a sin omega t?
Check the correctness of the equation : y = a "sin" (omega t + phi), where y = displacement , a = amplitude , omega = angular frequency and phi is an angle .
What is the time period of sin omega t cos omega t?
Show that the motion of a particle represented by `y = sin omega t - cos omegat` is simple harmonic with a period of `2pi//omega`.
Is sin Cube omega t?
The displacement of a particle is represented by the equation y = sin^3(ω t) .
What is cos 2 Omega T?
Solution : `cos ^(2) omega t = (1)/(2) + (1)/(2) cos omegat ( ` usign` cos^(2)theta = ( 1+ 2 theta)/( 2))` .The function is periodic having a period `T = ( pi)/9 omega)` . It also represents a harmonic motion with the point of equilibrium occuring at `(1)/(2)` instead of zero. Answer.
