Financial Literacy

1.Problem Statement: My problem I am hard to figure out is how much money I stomach to invest for each one grade to reach millions by my retreat, it is fundamental to save up money for when you retire beca wont if you dont you wint be able to support yourself when retirement comes along. That would be a very bad case because severalise you get x amount each month for working, and you shed all of your cash paying for bills and other living expenses you wont have any money left all over to save for your retirement. In my case, I began drop with an interest tramp of 7% at the early age of 18 long time old and will retire when I turn 67, so I have 49 long geezerhood of drop to become a millionaire. I am using the godless formula for my example and plan on having upwards of $950,000 and no more than $1,150,000.
2.Process: So in my use of the Pert formula( A= Pert) where P is the principle amount, e represents the sottish of a natural log or 2.71828… and so on, r is the interest rate, and t is time in the number of socio-economic classs left you have investing, which decreases each year as you go on. During this long and quite painful process I had to cast down somewhere and being familiar with the Pert formula I had a general idea of where to start.



For my first attempt I guess that I would emergency to invest $3,000 each year to become a millionaire and after all my calculations I was likewise high, I had $105,000 more than my max of $1,150,000 so I knew from at that place I would need to invest way less than the old $3,000 and decided to try and find out if investing $2,000 each year would make me a millionaire between my mark of $950,000- $1,150,000. after(prenominal) doing all the yearly calculations I added up all the sums and came up $67,000 Short of $950,000. From now on I knew that I would need to invest less than $3,000 but more than $2,000 each year to become a millionaire within the range of $950,000-$1,150,000. So for my one-third and final attempt I decided to see if investing $2,400 every year would do the job, and luckily...If you want to get a full essay, order it on our website: Orderessay



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