You will graduate in a few years and start working and it?s never too early to start planning for your retirement and other major financial events. Let?s fast forward to the beginning of your career. Here?s some assumptions to help you get started.

Your starting annual salary will be $70,000.

You plan to work for 42 years before retiring. You expect your salary to grow at an annual average rate of 4% after year 1 on the job.

When you retire you want a 21-year retirement annuity that begins 42 years from today with an equal annual payment equal to 80% of your final working year salary. Assume the first retirement annuity payment would occur immediately upon retirement 42 years from today. You realize your purchasing power will decrease over time during retirement.

Assume any retirement fund savings will earn an 8% compounded annually before and after retirement

Answer the following questions to help with your retirement planning. 1. 2. 3. 4. 5. 6. 7. What is your expected final year working salary? What is your desired annual retirement income? How much will you need at retirement 42 years after the beginning of your career to fund your desired retirement annuity? How much will you have to deposit annually in the form of an equal annual end of the year deposit over 42 years to fund your desired retirement annuity? Imagine you get $15,000 in graduation gifts from your family that you deposit into your retirement savings account at the beginning of your work career. We-work the previous question (#4) with this new initial deposit. How large does your annual deposit over 42 years need to be in addition to the initial $15,000? Looking at your answers in the last two questions, the annual amount, while doable, might be a bit of a financial stretch for you early in your career. Let's redo the scenario in the last question where you have the $15,000 initial deposit but will deposit $6000 at the end of year for the first 10 years and then another equal annual amount at the end of each year for the remaining 32 years. How large does this second annual deposit need to be to meet your retirement savings goal from question #3? Finally, let's assume there is no initial deposit and you will deposit 10% of your beginning of the year salary (that's expected to grow 4% each year) at the end of each year for 42 years into an account expected to earn 8% compounded annually. Answer the following: a) How much will you have at retirement after 42 work years right after the last deposit? b) Once you retire, you still want 21 equal beginning of the year retirement withdrawals but want to switch to a little safer investment mix expected to earn 7% compounded annually. How large will your annual retirement annuity be under these assumptions?