$($a$)$ Sunflower Seed Patterns: One can find interesting mathematical patterns in nature. In this problem, you

will generate sunflower seed pattern using the golden ratio. Two data points are required to specify the

location of a point relative to an origin in two$-$dimensional space; In the polar coordinate system, you need to

input the radius and angle $($r$,\backslash$theta $).$ The golden ratio $()$ can be calculated using from $.$ Use

and $.$ Generate a polar plot of the pattern. Vary the $\text{'}$n$\text{'}$ above and comment

on your observations. Plot with n $=100,500,800,$ and $1100$ points in a single figure using subplots. Clearly label

the plots. The default way to plot a graph is with lines through every dot. To create the sunflower pattern, you

will need to remove the lines, leaving only the dots