25. Suppose that the continuous distribution of voters’ ideal points is the bent solid line in the accompanying figure. (Note: This is a continuous distribution because the triangle under the bent solid line has area 1.) Assume that ’s policy position is 3 on the left-right continuum; it is denoted by the dashed line. If announces a policy position between 0 and 1, between 1 and 3, or between 3 and 4, explain which candidate wins the election. What is the median position? Describe which voters vote for if announces the median.