Lisa is $58$ years old and would like to retire at the age of $63.$ Based on her retirement plan, she assumes she will have $$1\mathrm{.}5$ million in her $401(k)$ account at that time, which will earn interest at a rate of $6\%$ anhually. To supplement her monthly pension and social security checks, she plans to withdraw $$7,000$ every month from her $401(k)$ plan. How long will her $401(k)$ last from the date of her retirement, if her assumptions are all correct? $($Round to the nearest year$)$

$$ None of these are correct

Her fund will last $18$ years.

Her fund will last $36$ years.

Her fund will last forever and never run out of money

$$ Her fund will last $19$ years.