1.1 Assume that an analog signal x(t) for t 0 is defined as x t e t ( ) = 2 (1.2) a. Using MATLAB, plot x(t) for 0 t 10. b. Sample x(t) with TS = 0.1s to form xd1(t) and plot the resulting discrete signal. c.. .Increase the sampling period to TS = 1 s to form xd2(t) and plot the resulting discrete signal. d.. .Increase the sampling period to TS = 4s to form xd3(t) and plot the resulting discrete signal. e.. .Compare the three discrete signalsin the previous parts and intuitively decide which sampling period creates the best discrete version of the original analog signal, i.e., identify the sampling period that is small enough to preserve the waveform of the original signal x(t) and at the same time reduces the number of the sampled points.

(I need the Matlab Code... I do not know how to plot the x(t) or increase the sampling period and plot the resulting discrete signal.)

1.1 Assume that an analog signal x(t) for t 2 0 is defined as 2t x(t) = e a. Using MATLABo, plot x(t) for O