points The average summer temperature is a city is 42 degree celcious and standard deviation of 2 degree celcious. Assume that the distribution of temperature is normal a) The probability that in a particular summer day the temperature will rise up to 45 degree is b) For the hottest 5% of the days the minimum temperature is degree celcious. c) The probability that the average temperature of 16 summer days in a particular summer is at least 43 degree is The letter grade of 50 randomly selected students are given. For a graphical analysis of the data. (bar chart/histogram) graph, because the data is (quantitative/qualitative) can be used as an appropriate Question