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| Section | Objectives |
|---|---|
| Topic 1: Financial Planning Foundations | - Ethics and professional standards in financial advising - Financial planning process and client relationship management |
| Topic 2: Taxation Concepts | - Personal income tax principles - Tax-efficient investment strategies |
| Topic 3: Insurance and Risk Management | - Life and health insurance fundamentals - Risk mitigation strategies in financial planning |
| Topic 4: Retirement Planning | - Retirement savings vehicles and planning principles |
| Topic 5: Investment Planning | - Investment products and risk-return profiles - Asset allocation and portfolio basics |
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NEW QUESTION # 63
Jaycee has created an investment portfolio for his client, Adam, which is designed to achieve his long-term objectives and is consistent with his risk tolerance and constraints. It also has to be reassessed periodically to ensure that the long-term benchmark mix continues to reflect Adam's circumstances. Which asset allocation strategy is Jaycee utilizing?
Answer: C
Explanation:
Jaycee is using strategic asset allocation. The portfolio is built around Adam's long-term objectives, risk tolerance, constraints, and benchmark mix, then reassessed periodically to confirm that the policy allocation still fits his circumstances. Strategic allocation is not an attempt to move aggressively between sectors or asset classes based on near-term forecasts. Tactical allocation would involve short-term deviations from the policy mix to exploit perceived market opportunities. Active management refers to security selection or manager decisions intended to outperform a benchmark. Integrated is not the standard allocation term being tested. The AFP course treatment emphasizes that the long-term asset mix is the primary driver of portfolio risk and return; periodic review and rebalancing keep the portfolio aligned with the plan. Jaycee's process is disciplined, policy-based, and client-specific, which is strategic allocation. Study Guide focus: strategic asset allocation, rebalancing, investment policy, risk tolerance, and long-term benchmark mix. The review does not replace the policy mix; it tests whether the policy mix still remains appropriate.
NEW QUESTION # 64
Leena and Harry are married and hold RRSPs with a value exceeding $500,000. They are concerned about their final tax liability and want to cover the taxes after they have both died. What would their financial planner recommend them to implement in order for the couple to achieve the objective?
Answer: A
Explanation:
A joint last-to-die permanent life insurance policy is designed for a tax liability that arises after both spouses have died. Leena and Harry are concerned about the final tax exposure on large RRSP balances. If one spouse dies first and the surviving spouse is the beneficiary or successor annuitant, RRSP/RRIF amounts may generally roll to the survivor on a tax-deferred basis. The larger tax problem usually appears on the second death, when no spouse remains for rollover and the registered assets are included in income. Last-to-die coverage pays at that point and can provide estate liquidity for taxes without forcing asset sales. A testamentary trust does not itself fund the tax bill. Updating beneficiaries to each other helps deferral but not the final liability. An inter vivos trust cannot simply receive RRSP assets without tax consequences. Study Guide focus: RRSP/RRIF death taxation, spousal rollover, permanent insurance, estate liquidity, and last-to- die planning.
NEW QUESTION # 65
Lois is reviewing her client Raj's retirement plan. To stay on track, Raj's TFSA (with a current balance of
$10,000) will need to be worth $42,000 in five years. Raj is able to contribute his annual bonus of $5,000 at the end of each year. For Raj to stay on plan, what rate of return does Lois need to be targeting?
Answer: B
Explanation:
Lois must solve for the annual rate of return that grows Raj's TFSA from $10,000 today to $42,000 in five years while adding $5,000 at each year-end. The future value equation includes both the compounded current balance and the future value of the annual contributions. Solving $10,000(1+r)