Suppose a taxpayer can time when they receive a $100,000 distribution from a pre-tax 401(k) retirement account (this tax year or next). If they wait until next year, they will earn 10% on the account. The distribution is fully taxable at the marginal tax rate of the taxpayer, which is 24% for this year. What would be the marginal tax rate NEXT YEAR to just make the distribution financially advantageous this tax year? Enter your response as a whole number percent without the "%" sign and using 5/4 rounding (25.67% = 26).

Suppose that you’d like to retire in 40 years and you want to have a future value of $ 1000000 in a savings account. Also suppose that your employer makes regular monthly payments into your retirement account. If you can expect an APR of 6.5% for your account, how much do you need your employer to deposit each month? Employer Contribution = The formulas we have been using assume that the interest rate is constant over the period in question. Over a period of 40 years, though, interest rates can vary widely. To see what difference the interest rate can make, let’s assume a constant APR of 5% for your retirement account. How much do you need your employer to deposit each month under this assumption? Employer Contribution =

In wisely planning for your retirement, you invest $35,000 per year for 20 years into a 401k tax-deferred account. Assume you make a real return of 10% per year when the inflation rate averages 3.4% per year. How many future dollars will you have in the account immediately after your last deposit? You will have $ 3788484. future dollars in your account immediately after your last deposit.

To accumulate $100,000 for your child's 18th birthday, you need to invest a certain amount annually, excluding the 5th birthday deposit. The first deposit is made the day your child is born. To find this amount (X), considering a 8% annual rate of return: