Questions: A boutique wants to determine how the amount of time a customer spends browsing in the store affects the amount the customer spends. The equation of the regression line is Y-hat = 2 + 0.9X A browsing time of 21 minutes is found to result in an amount spent of 60.9 dollars. What is the predicted amount spent? Where is the observed value in relation to the regression line? Pick A browsing time of 5 minutes is found to result in an amount spent of 4.04 dollars. What is the predicted amount spent? Where is the observed value in relation to the regression line? Pick A browsing time of 39 minutes is found to result in an amount spent of 37.1 dollars. What is the predicted amount spent? Where is the observed value in relation to the regression line?

Transcript text: A boutique wants to determine how the amount of time a customer spends browsing in the store affects the amount the customer spends. The equation of the regression line is $\hat{Y}=2+0.9 X$ A browsing time of $\mathbf{2 1}$ minutes is found to result in an amount spent of 60.9 dollars. What is the predicted amount spent? $\square$ Ex: 1.23 dollars Where is the observed value in relation to the regression line? $\square$ Pick A browsing time of 5 minutes is found to result in a amount spent of 4.04 dollars. What is the predicted amount spent? Where is the observed value in relation to the regression line? $\square$ Ex: 1.23 dollars Pick A browsing time of 39 minutes is found to result in a amount spent of 37.1 dollars. What is the predicted amount spent? Where is the observed value in relation to the regression line? Ex: 1.23 dollars Pick