A manufacturer produces light bulbs at a Poisson rate of 200 per hour. The probability that a light bulb is defective is 0.015. During production, the light bulbs are tested one by one, and the defective ones are put in a special can that holds up to a maximum of 25 light bulbs. On average, how long does it take until the can is filled?

Stat 260, 11/20 Class Announcements ● Today’s attendance does not count towards your grade ● It is not extra credit either, but he will take it into consideration if your grade is on the borderline Class Notes ● Begin with example from class ● X Y 73 175 68 158 67 140 72 207 62 115 ● Check ancillary files to see his graphs and specific answers ● When doing scatter plots make sure whatever your X variable, is put first, Y needs to be second ● The line of best fit is not the equation of the line ● Calculate Correlation Coefficient ● Type correl, select Xrange, Yrange ● R = 0.9062657718 ● Positive slope, positive R ● Regression plot: Select Data tab, regressio