Use the data shown to answer the questions that follow.Person Minutes Shopping in the Store Amount Spent on Groceries at Checkout1 46.5 140.52 55 1683 78.8 241.44 91.4 209.25 98.9 300.76 96.7 291.17 60.1 182.38 81.4 245.2 Which graph is most appropriate for these data?Group of answer choicesScatter PlotTime Series PlotBar ChartPie Chart
Question
Use the data shown to answer the questions that follow.Person Minutes Shopping in the Store Amount Spent on Groceries at Checkout1 46.5 140.52 55 1683 78.8 241.44 91.4 209.25 98.9 300.76 96.7 291.17 60.1 182.38 81.4 245.2 Which graph is most appropriate for these data?Group of answer choicesScatter PlotTime Series PlotBar ChartPie Chart
Solution 1
The most appropriate graph for these data would be a Scatter Plot. This is because both variables (Minutes Shopping in the Store and Amount Spent on Groceries at Checkout) are continuous and numerical. A scatter plot can show the relationship or correlation between these two variables, if any. Other types of graphs like Time Series Plot, Bar Chart, and Pie Chart are not suitable for this kind of data.
Solution 2
The most appropriate graph for these data would be a Scatter Plot. This is because both variables (Minutes Shopping in the Store and Amount Spent on Groceries at Checkout) are continuous and numerical. A scatter plot can show the relationship or correlation between these two variables, if any. Other graphs like Time Series Plot, Bar Chart, and Pie Chart are not suitable for these types of data.
Similar Questions
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Use the data shown to answer the questions that follow.Person Minutes Shopping in the Store Amount Spent on Groceries at Checkout1 46.5 140.52 55 1683 78.8 241.44 91.4 209.25 98.9 300.76 96.7 291.17 60.1 182.38 81.4 245.2Copy and paste the above data into Excel and make the most appropriate graph for these data. Make sure the x-axis represents the "Minutes Shopping in the Store" and that the y-axis represents the "Amount Spent on Groceries at Checkout."One of the values in the plot of this data does not fit the pattern of the other values. It would be called an outlier.What is the x-value and y-value of the outlier?Hint: If you hover your mouse over the points in your Excel graph it will show you the exact x-value and y-value of the point.Group of answer choices(46.5, 140.5)(55, 168)(78.8, 241.4)(91.4, 209.2)(98.9, 300.7)(96.7, 291.1)(60.1, 182.3)(81.4, 245.2)
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