Suppose that the pollster develops the criterion below to conclude that one of the candidates (A or B ) is winning against the other: Criterion: If the '(1-alpha)100\% Cl for P of candidate A and the '(1-alpha)100\% Cl for P of candidate B ' are disjoint, then the 'values in Cl of candidate A ' and the 'values in Cl of candidate B ' cannot be equally likely; so, one can safely conclude a potential win for the candidate with a higher p-hat (sample proportion) value. Come up with a numerical scheme designed 'on this sheet' to experiment and investigate under which conditions the criterion above is satisfied: - How should we deal with p-hat and (1 - p-hat) here? - How should we deal with n here? What does your investigation tell about the reliability of polls? Insert a text box 'into this sheet' and report your findings by not falling short of 250 and not exceeding 400 words. Make sure you've deleted the recitation sheets & you've renamed the file properly before you submit your work