I need answer question 6.20

Illustrative Problem 6.11 Consider a channel-distorted pulse x(t), at the input to the equalizer, given by the expression 1 x(t) = 1 + (2t/T)2 where 1/T is the symbol rate. The pulse is sampled at the rate 2/T and is equalized by a zero-forcing equalizer. Let us determine the coefficients of a five-tap zero-forcing equalizer. 6.20 Consider the channel-distorted pulse x(t) given in Illustrative Problem 6.11. The pulse is sampled at the rate 2/T and equalized by a zero-forcingequalizer with 2K+1 = 13 taps. Write a MATLAB program to solve for the coefficients of the zero-forcing equalizer. Evaluate and plot the output of this zero-forcing equalizer for 50 sampled values. Illustrative Problem 6.11 Consider a channel-distorted pulse x(t), at the input to the equalizer, given by the expression 1 x(t) = 1 + (2t/T)2 where 1/T is the symbol rate. The pulse is sampled at the rate 2/T and is equalized by a zero-forcing equalizer. Let us determine the coefficients of a five-tap zero-forcing equalizer. 6.20 Consider the channel-distorted pulse x(t) given in Illustrative Problem 6.11. The pulse is sampled at the rate 2/T and equalized by a zero-forcingequalizer with 2K+1 = 13 taps. Write a MATLAB program to solve for the coefficients of the zero-forcing equalizer. Evaluate and plot the output of this zero-forcing equalizer for 50 sampled values