Time Value of Money

Series 6 uses time value of money to test whether the representative understands that money today and money in the future are not equivalent. Growth assumptions, retirement planning, education funding, and annuity illustrations all depend on that idea. The candidate does not need a full finance curriculum, but should be able to connect compounding to planning logic.

At a basic level, future value asks what today’s money grows into. Present value asks what a future amount is worth in today’s terms. The exam often uses these concepts indirectly by asking whether a savings goal is realistic or whether an illustration reflects compounding properly.

[ \text{Future Value} = \text{Present Value} \times (1+r)^n ]

[ \text{Present Value} = \frac{\text{Future Value}}{(1+r)^n} ]

Key Takeaways

• Series 6 uses time value of money to support long-term planning and illustration questions.
• Compounding matters because time and rate assumptions change the future result materially.
• The best answer usually focuses on the planning meaning of the formula, not just symbol manipulation.

Sample Exam Question

Why does Series 6 test time value of money?

A. Because every product is valued only by present value formulas
B. Because long-term planning recommendations depend on understanding how money grows or is discounted over time
C. Because time value of money applies only to variable life insurance
D. Because it replaces suitability review in retirement planning

Answer: B. Series 6 expects the representative to understand how compounding and discounting affect long-term planning outcomes.