For the Instagram users, there are n=1069 young persons in the sample. The explanatory variable is sex, which we have coded using an indicator variable with values x=1 for women and x=0 for men. The response variable, y, is also an indicator variable. Thus, each person either is an Instagram user or is not an Instagram user. Think of a process of selecting a young person at random and recording y and x. The model says that the probability, p, that this person is an Instagram user candepend upon the user's sex (x=1 or x=0). So, there are two possible values for psay, p_women and p_men. What are the needed are the estimates b0 and b1 in the logistic model log(odds) = b0 b1*x? What is the slope in this logistic regression model