\begin{tabular}{|c|c|cr|} \hline Quarter & \multicolumn{1}{|c|}{NumberofBagsofSnackMix} & \multicolumn{2}{|c|}{TotalProductionCosts} \\ \hline 2020 Q1 & 2,914 & $ & 95,032 \\ \hline 2020 Q2 & 2,770 & $ & 117,532 \\ \hline 2020 Q3 & 2,881 & $ & 56,573 \\ \hline 2020 Q4 & 1,718 & $ & 72,385 \\ \hline 2021 Q1 & 1,888 & $ & 53,505 \\ \hline 2021 Q2 & 2,413 & $ & 114,015 \\ \hline 2021 Q3 & 1,803 & $ & 48,728 \\ \hline 2021 Q4 & 2,659 & $ & 83,203 \\ \hline 2022 Q1 & 2,701 & $ & 73,493 \\ \hline 2022 Q2 & 2,774 & $ & 112,985 \\ \hline 2022 Q3 & 3,517 & $ & 78,777 \\ \hline 2022 Q4 & 1,992 & $ & 102,593 \\ \hline \end{tabular} Use the high-low method to calculate the fixed and variable components of Nutty Co's production costs. Variable Cost per unit = type label here (= (> Use equation above to estimate total production costs given the following: Bonus (up to 3 pts) Is the estimated cost equation a good fit for the data? Explain. Type your answer here