WILL REWARD FOR GENUINE ANSWER.
Population data for endangered panthers have been collected since 2010 and are displayed in the scatter plot.

Part A: Calculate a curve of fit to model the population of the endangered panthers. Explain what the variables represent. (4 points)

Part B: Use the model to determine the predicted population of endangered panthers in the year 2019. Show all work. (3 points)

Part C: Use the model to determine the predicted population of endangered panthers in the year 2039. Is this an appropriate use of the model? (3 points)

Choose the type of curve: Depending on the scatter plot, you might choose a linear, quadratic, exponential, or another type of curve. The choice depends on the trend shown by the data points.

Identify variables: Typically, the independent variable ( x ) would represent the year, and the dependent variable ( y ) would represent the panther population.

Calculate the curve: Use statistical software or methods like the method of least squares to find the best-fitting curve for your data.

Part B:

Use the equation: Plug in the year 2019 into your curve’s equation to calculate the predicted population.

Show work: Provide each step of your calculation, substituting the value of ( x ) with 2019.

Part C:

Predict for 2039: Use the same model to predict the population for the year 2039.

Evaluate appropriateness: Consider if the model is still valid for such a long-term prediction. Factors like changes in environment, conservation efforts, or unforeseen events could affect the accuracy.