Discuss the below:
Transverse waves traveling on a string and standing waves
Q: Two transverse waves traveling on a string combine to a standing wave. The displacements for the traveling waves are Y1(x,t) =0.0160 sin (1.30m^-1 x - 2.50 s^-1t +.30). Y2(x,t) = .0160 sin (1.30m^-1 x +2.50s^-1 + .70), respectively, where x is position along the string and t is time.
A. Find the location of the first antinode for the standing wave at x> 0.
B. Find the first t>0 instance when the displacement for the standing wave vanishes everywhere.