PROBLEM $2$

This program will demonstrate your ability to work with sets.

Create a file named Lab$09$P$2.$py$.$ Write a program that does the following:

a$)$ Generate $8$ random integers between $1$ and $16$ inclusive using the randint function from the random module. Store the random integers in a set named set$1.$ Display the set. Please note that the set may have less than $8$ elements because some of the random integers generated may be duplicates.

b$)$ Create another set named set$2$ in the same way set$1$ was created.

c$)$ Find and display the union of set$1$ and set$2.$ Make sure to include something in your output that indicates your output is for this step $($see sample output$).$

d$)$ Find and display the intersection of set$1$ and set$2.$ Make sure to include something in your output that indicates your output is for this step $($see sample output$).$

e$)$ Find and display the difference of set$1$ and set$2.$ Make sure to include something in your output that indicates your output is for this step $($see sample output$).$

f$)$ Find and display the symmetric difference of set$1$ and set$2.$ Make sure to include something in your output that indicates your output is for this step $($see sample output$).$

g$)$ Use set comprehension to select the numbers less than $10$ from the union set in Step c and store them in a set. Display this set. Make sure to include something in your output that indicates your output is for this step $($see sample output$).$

Sample output:

set$1$: $\{1,7,10,13,16\}$

set$2$: $\{4,5,7,8,9,13,14\}$

Union of set$1$ and set$2$: $\{1,4,5,7,8,9,10,13,14,16\}$

Intersection of set$1$ and set$2$: $\{13,7\}$

Difference of set$1$ and set$2$: $\{16,1,10\}$

Symmetric difference of set$1$ and set$2$: $\{1,4,5,8,9,10,14,16\}$

Less than $10$ in union of set$1$ and set$2$: $\{1,4,5,7,8,9\}$