I. Using an appropriate graphical display and the summary statistics, describe the distribution of BOTH length and weight of

II. Using an appropriate graphical format, display AND describe the relationship between length and weight of

III. How much variation in weight can be explained by variation in length in this particular Summer

IV. Interestingly, in the Summer 1-2+ years of age mussel population, 90.2% of the variation in weight can be explained by variation in length alone. How does this compare to the Summer

V. Find the sample correlation coefficient between length and weight for this Summer

VI. Fit a least-squares line to this data (

VII. Predict how heavy (in grams) a mussel may be if it has a length of (a) 31 mm, (b) 37 mm, and (c) 60 mm in this Summer

can you please display a photo of graph and what goes on what axis especially for question II