Use the MATLAB code provided in the Radar Detection and Bernoulli Trial Application example given in class. Modify the detection threshold for multiple pulse returns; "m=round(n_iter/4)" to increase the number

of threshold crossing events required for a detection. To do this modify this ton_iter/3. What happens to the probability of detection and probability of false alarm curves as compared to those associated with a threshold of n iter/4? Plot out the results for n iter/4 and also n iter/3. Now try a threshold of n_iter/5 and record what changes occur to the probability of detection and probability of false alarm curves; again comparing to the results associated with the n_iter/4 threshold Can you explain the trends in both cases in terms of the Bernoulli trial equation?