IFSE Institute LLQP Exam With Confidence Using Practice Dumps

This question is a direct application of the time value of money concept—specifically present value (PV)—as taught in the LLQP Segregated Funds and Annuities material. Present value “works backwards from a future date” and answers the question: how much is needed now to achieve a future savings goal. The LLQP text provides the formula:

PV = FV ÷ (1 + interest rate)ⁿ

Here, Davy’s future goal is FV = $200,000, the annual return is 3% (0.03), and the time horizon is n = 10 years. Substituting into the LLQP formula:

PV = 200,000 ÷ (1.03)¹⁰

(1.03)¹⁰ ≈ 1.343916, so:

PV ≈ 200,000 ÷ 1.343916 ≈ $148,818.9, which rounds to $148,819.

Therefore, if Davy has at least $148,819 in his RRSP today and earns an average of 3% per year for the next 10 years with no additional contributions, he should reach approximately $200,000 by age 65.

This aligns exactly with the LLQP explanation that PV calculations are used “to help a person determine how much needs to be saved today to yield a specified pension at a future date.”

A group TFSA allows employees to withdraw funds at any time without triggering taxes or penalties, meeting Germaine’s requirement perfectly.

Exact Extract:

"TFSAs allow contributions with after-tax dollars and withdrawals at any time without tax penalties, making them ideal for flexible saving plans."

(Reference: Segfunds-E313-2020-12-7ED, Chapter 1.3.11.2 Group Plans​)

Since Emma is a minor, naming her directly as a beneficiary would complicate access to funds until she reaches the age of majority. Additionally, Steve, given his circumstances, would not be a suitable option. Instead,naming a trusteefor Emma's benefit would ensure that the funds are managed responsibly until she is of legal age to handle the inheritance. This setup aligns with Bethenny's intention to provide financial security for Emma, allowing a trusted adult to manage the funds in Emma's best interests​​.