https://www.gimkit. Login = Typing & 6 L Drag the appropriate value into the space provided to complete the sentence. The table shows the year and attendance at a carnival. According to the line-of-best fit, the expected attendance in the year 2012 is approximately people .

Since the specific data and the line-of-best fit are not provided, I am unable to calculate the expected attendance for the year 2012. Please provide the data or the equation of the line-of-best fit to proceed with the calculation.

To solve the question, we need to use the concept of linear regression to predict the expected attendance at a carnival in the year 2012 based on a given line-of-best fit. Since the actual data and the line-of-best fit are not provided, I will outline the general steps one would take to solve such a problem.

Step 1 Plot the given data points on a scatter plot with 'Year' on the x-axis and 'Attendance' on the y-axis.

Step 2 Draw or identify the line-of-best fit for the plotted data. This line is a linear equation that best represents the trend of the data.

Step 3 Use the equation of the line-of-best fit to calculate the expected attendance in the year 2012. This involves substituting the year 2012 into the equation and solving for the attendance value.

Step 4 Interpret the result from the equation to find the approximate expected attendance for the year 2012.