Asimple, harmonic oscillator at the point x=0 generates a wave on a rope. theoscillator operates at a frequency of 40 \rm hz and with an amplitudeof 3.00 \rm cm. the rope has a linearmass density of 50.0 \rm g/m and is stretched with atension of 4.50 \rm n. (i need with the last twoparts.)a) determine the speed of thewave. v = 9.487m/sb) find thewavelength.0.2372mc) writethe wave function y(x,\, t) for the wave movingin +x-direction. assume that theoscillator has its maximum upward displacement attime t=) findthe maximum transverse acceleration of points on