 Hello and welcome to the session. In this session we shall discuss the following question and the question says that the double box and viscote plot shows average temperature of random samples of days in Ohio and Florida Compare the average temperature in Florida to the average temperature in Ohio where the temperature is given in degree Fahrenheit Now let us proceed to the solution. In this question we are given data which is represented in box and viscote plot Now we study the temperatures of two cities. The given plot is based on the samples drawn randomly of days in Florida and Ohio Here, population is the temperature. On all the days, here we should note that this line represents lower quartile, the middle line represents medium and this line represents upper quartile. Now here, for Florida, we see that the medium of temperature is given by 35 degree Fahrenheit which means that 50% of average temperature is 45 degree Fahrenheit or above. Also, for Ohio we see that the upper quartile that is the third quartile is 45 degree Fahrenheit. That is the third quartile is given by 35 degree Fahrenheit. So, 75% of average temperature is 35 degree Fahrenheit or below. It means from the sample of Florida we see on half of the days the average temperature is 45 degree Fahrenheit or more and from Ohio sample we conclude that on most of the days the average temperature is 45 degree Fahrenheit or below So, we can conclude that the average temperature in Florida is greater than average temperature in Ohio. This completes our session. Hope you enjoyed this session.