Could you please help me with this? Thank you!

(b) Make an appropriate scatterplot to determine if a power model is appropriate for the data: (c) Based on your scatterplots in (a) and (b), the relationship between amount of stuffing and year can be modeled best by which function: an exponential function OR a power function? Explain why. (d) Use your calculator to find the equation of the least squares regression line for the transformed data using the best transformation chosen in part (c). Round to 5 decimal places. (e) Predict the amount of stuffing that would be used in year 9.3. In a toy factory, the amount of stuffing used in a toy dinosaur has increased over time. The table Year Stuffing to the right shows the data for the amount of stuffing in a toy dinosaur and the year it was made. As (mg) you can see from the scatterplot below, a linear model is not appropriate for this data. 2.4 2 19.1 3 64 Stuffing vs. Year 4 152 5 295 6 510 1000 7 813 800 600 Stuffing 400 200 5 10 Year (a) Make an appropriate scatterplot to determine if an exponential model is appropriate for the data