1.82 1.47 2.25 1.92 2.04 1.18 2.69 1.32 1.48 2.43 2.95 1.43 1.39 0.48 2.94 2.94 0.67 1.79 2.18 1.26 0.09 1.47 2.78 1.56 0.29 0.89 0.61 1.43 0.04 2.35 2.59 2.04 1.23 1.28 1.46 1.52 1.03 2.09 1.63 1.79 2.31 0.77 0.13 0.32 2.19 1.77 2.09 0.89 2.26 1.87

A data set has five values. The largest value is 26. The median is 19. The mode is 15. The mean is 19.2. The data, in order from least to greatest is:  ,  ,  ,  ,

Use technology to calculate the mean, median and mode for the following data sets. Monthly rent ($) {625,750,800,650,725,850,625,650,625,1250}

Please do in steps.

Use the dotplot to find the mean, median, and IQR. Round to 1 decimal place, if needed. Caution: This could be a different data set than the one in the previous question. 74 76 78 80 82 84 86 Heights of Basketball Players mean median IQR (in inches) (in inches) (in inches)

Find the mean for the following data, 5,12,23,18 and 13

Create a histogram for each of your variables using the same classes that you used for your frequency table. Discuss the distribution of each histogram. Based on the shape of each histogram, would the mean or median be a better measure of center for each variable? Explain.The graphs go up by 2.5. male stats: mean-18.1667 standard deviation-2.7796 N-183  female stats: mean-20.8973 standard deviation-3.3859 N-183

Please answer the questions in the photo. TY! Both screenshots are for the same question

How can I Calculate the mean and median of the data set by hand.

A coffee manufacturer claims that the mean amount of coffee in its  6 -ounce jars is  6.1  ounces. Based on a sample of  50  jars, a consumer advocate group obtains the following  99%  confidence interval for the population mean weight,  :μ5.95  ounces to  6.05  ounces. Based on this interval, do you think that the manufacturerʹs claim is plausible? Possible? Explain your thinking.     We can be  99%  confident that the true mean weight lies between  5.95  and  6.05  ounces. Since this interval includes the value  6.1 , the manufacturer's claim is likely to be true. Nevertheless, the manufacturer's claim is possible.     We can be  99%  confident that the true mean weight lies between  5.95  and  6.05  ounces. Since this interval does not include the value  6.1 , the manufacturer's claim is unlikely to be true. Nevertheless, the manufacturer's claim is impossible.     We can be  99%  confident that the true mean weight lies…