Write this code in python, espiecally step $5$

Imagine you run a small bakery and provide cookies for various events. Recently, you received orders for five different events. Note: each requiring cookies of different flavors, prepared separately.

$1)$ Write code that asks the user t$`$he number of cookies needed for each event.

$2)$ The average cost to produce each cookie is $$0\mathrm{.}50,$ and you sell them for $$1\mathrm{.}20$ each. Display the total profit earned from five events. Round the answer to two decimal places.

$3)$ The recipe you use yields $24$ cookies per batch. Ensure you bake enough cookies to fulfill each order. Determine and display the number of batches needed for each event. For example, an order for $65$ cookies requires $3$ batches $(72$ cookies$).$ While an order for $240$ cookies needs $11$ batches $($preparing additional batches as a precaution$)$

$4)$ Cookies are ready to pack for delivery now! Cookie boxes hold $8$ cookies each, and any remaining cookies are packed in individual bags for individual sale. Determine the number of boxes and bags used for cookies ordered in each of the $5$ events. For example, an order for $65$ cookies would use $8$ boxes and $1$ bag. $5)$ Good news! There is no damage during transportation! You can sell the extra cookies in your bakery at a special price of $$0\mathrm{.}99$ each. Calculate the total profit for all five events, including these additional sales. Round the answer to two decimal places.

The output should be exatly like this:

How many cookies for event. $1?65$

How many cookies for event $2?240$

How many cookies for event $3?115$

How many cookies for event $4?80$

How many cookies for event $5?100$

The profit is $420\mathrm{.}0$ dollars.

Event $1$ needs $3$ batches in total.

Event $2$ needs $11$ batches in total.

Event $3$ needs $5$ batches in total.

Event $4$ needs $4$ batches in total.

Event $5$ needs $5$ batches in total.

Event $1$ needs $8$ boxes and $3$ bags.

Event $2$ needs $30$ boxes and $0$ bags.

Event $3$ needs $14$ boxes and $3$ bags.

Event $4$ needs $10$ boxes and $0$ bags.

Event $5$ needs $12$ boxes and $4$ bags.

The total profit is $455\mathrm{.}28$ dollars.