Frequency of A = 0.12

Frequency of a = 0.88

5) Make a plot of the adaptive landscape to assist with the questions below. Use a spreadsheet such as Microsoft Excel or Google Sheets and create two columns. In one column, create a sequence of allele frequencies from 0 to 1 (p, by increments of 0.1). Then use the second column to calculate average fitness from these frequencies (Hint: You can replace q with 1 - p so that the equation for average fitness is only dependent on known values of WAA, WAa and Waa. Use an x-y scatterplot to plot p on the x-axis and won the y-axis. It should result in a figure that looks similar to one of the examples in Figure 5.25, pg 128.) 5A) How many equilibria are found on this adaptive landscape? 3 05 5B) How many stable equilibria are found on this adaptive landscape? O 1 O2 O 3 O 4 O 5 5C) How many unstable equilibria are found on this adaptive landscape? O 1 O2 3 04 O 5 5D) If present, what allele frequency/frequencies of the A allele (p) represent stable equilibria? Mark all correct answers. None 0 0.375 0.5 0.625 0.844 1 5E) If present, what allele frequency/frequencies of the A allele (p) represent unstable equilbria? Mark all correct answers. None 0 0.375 0.5 0.625 0.844