Tax laws are incredibly complicated. To help cope, you will write a program to do some

of the heavy lifting.

Your program should accept as input:

the amount of total income for the year $($in dollars$)$

the marital status of the user $($single$/$married$)$

If the user is married, how long have they been married

the current elevation of the user's home address $($below$/$at$/$above sea level$)$

If the user lives above sea level, how many bedrooms are in their house

Your program should produce as output the amount of income tax owed for that year.

The process for calculating the amount of tax owed is as follows:

Yearly Income

If the yearly income is less than $$10,000,$ income tax is $2\mathrm{.}3\%$ of income

If yearly income is greater than or equal to $$10,000$ but less than or equal to

$$50,000,$ income tax is $4\mathrm{.}5\%$ of income

If yearly income is greater than $$50,000,$ income tax is $6\mathrm{.}1\%$ of income

Marital Status:

If the user is single, no changes are made

If the user is married, $($ $$1\mathrm{.}62"$ years$\_$married$)$ is subtracted from the income tax

Current Elevation:

If the user lives below sea level, they are either a fish or a cave person and a

processing fee of $$18\mathrm{.}32$ is added to the income tax.

If the user lives at sea level, they must be a ship captain and are subject to

import fees. $1\mathrm{.}6\%$ of income is added to the income tax

If the user lives above sea level, a $$5\mathrm{.}00$ charge per bedroom is added to the

income tax

You do not need to round or truncate your output. Save your program as

Exam$1.$py and

upload your source file to the appropriate dropbox in GradeScope, NOT D$2$L$!$

Sample Input Example:

What was your total income for this tax year?: $10000$

Are you married? $[$y$/$n$]$: y

How long have you been married?: $5$

Is the elevation of your home address below$-1,$ at$-2,$ above$-3$ sea level?$[1/2/3]$: $2$

Sample Output Example:

The total tax for $10000\mathrm{.}0$ is: $601\mathrm{.}9$