$6\mathrm{.}3$

$2.$ Write a program that uses a loop to let the user solve expressions in the form of $(w+x{)}^{**}(y-z)$ :

Import the random module to implement the functions for random numbers.

Initialize the following: the number of problems won and done.

Let the user choose to enter the loop to play.

Use a while loop to do the following until the user chooses to quit:

Increment the number of problems done.

Use the randint $()$ function in the random module to return $4$ values to use in the expression:

The first value will come from a randint $()$ range of $21$ to $30.$

The second value will come from a randint$()$ range of $5$ to $9.$

The third value will come from a randint $()$ range of $17$ to $20.$

The fourth value will come from a randint $()$ range of $10$ to $15.$

Show the expression in the form of: random value $+2^{nd}$ random value