Instructions: Part A$-5$ pts Beginning in cell A$1,$ create a frequency distribution for the quantitative "Calories" column from your Data Set. You should have classes $50-69,70-89,90-109,110-129,130-149,150-169$ in column A and counts for each range in column B$.$ If you get a $($blank$)$ row, be sure to remove it$.$ Use the "Location" option to choose the appropriate location for your display using the "Pivot Table" feature. Remember that the pivot table feature has a "location" option, so when you select the data from the data sets page, choose "Existing workbook" and then navigate to cell A$1$ on this page. Part B$-5$ pts Using the pivot table from your output in Part A$,$ that means don't make it yourself, create a histogram. Entitle your histogram "Calories in Breakfast Cereal". Ensure you have a gap$-$width of zero and that your frequency scale has increments of $5.$ Add an axis title of "Frequency" to the vertical axis and "Calories" to the horizontal axis. Position the histogram below your pivot table from Part A beginning in cell A$10.$ Feel free to move this text box out of the way to make room. Part C$-5$ pts Based on your histogram from Part B $($so don't calculate anything else$),$ about how many calories would you expect to consume eating cereal for breakfast on a single day? Answer in a complete sentence$($s$),$ making sure to cite your STATISTICAL reason$($s$)$ for your solution and citing the histogram from part B$.$ Type your solution in the textbox provided, then position the text box below your histogram. Resize the text box as needed for your solution to fit within the box.