A generator with internal impedance is connected to a lossless transmission line. The line length is = 17.3 where is the signal wavelength on the transmission line. The line is terminated in a load with impedance Z) = 73 + j80 Ω. Given the time-varying voltage on the transmission line at a distance d) = 2.5 from the load v(d), t) = 15 cos(t − π⁄4) V. Determine: (a) at the input to the transmission line. (b) The load voltage . (c) The generator voltage . (d) Compute the time-average power delivered by the generator, , and the time-average power delivered to the load, .