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>> IFSE Institute CIFC Valid Exam Duration <<
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NEW QUESTION # 22
Your client Gerard is 30 years old and plans to retire at age 65. He has a mutual fund portfolio of $40,000 in which he invests $1,500 monthly. Gerard's objective is to use these funds to meet the 20% down payment requirement to buy a house for $650,000.
What is Gerard's investment time horizon not considering market fluctuations?
Answer: D
Explanation:
Explanation
Gerard's investment time horizon is the length of time he plans to hold his investment until he needs to use the money for his specific goal. In this case, Gerard's goal is to use his mutual fund portfolio to meet the 20% down payment requirement to buy a house for $650,000. Therefore, his investment time horizon is determined by how long it will take him to accumulate enough money in his portfolio to cover the down payment amount.
Assuming that Gerard does not withdraw any money from his portfolio and that his portfolio earns a constant annual rate of return of 6%, we can use the following formula to calculate how long it will take him to reach his goal:
FV=PV×(1+r)n+PMT×r(1+r)n1
where:
FV is the future value of the portfolio
PV is the present value of the portfolio
r is the annual interest rate
n is the number of years
PMT is the monthly payment
We can rearrange the formula to solve for n:
n=log(1+r)logPV+PMT×r1FVPMT×r1
Plugging in the given values, we get:
n=log(1+0.06)log40,000+1,500×0.061130,0001,500×0.061
n=4.98
Therefore, Gerard's investment time horizon is approximately 5 years, not considering market fluctuations.
This means that he will need to invest his money in a way that matches his risk tolerance and expected return for this time period.
References:
Canadian Investment Funds Course (CIFC) Study Guide, Chapter 4: Mutual Funds, Section 4.6: Asset Allocation and Diversification, page 4-271 Future Value of an Annuity Definition - Investopedia2
NEW QUESTION # 23
What do Guaranteed Income Supplement (GIS) and Allowance for the Survivor have in common?
Answer: D
Explanation:
Explanation
Guaranteed Income Supplement (GIS) and Allowance for the Survivor are both income-tested benefits that are part of the Old Age Security (OAS) program. They are designed to provide financial assistance to low-income seniors who meet certain eligibility criteria. GIS is a monthly payment that supplements the OAS pension for seniors whose income is below a certain threshold. Allowance for the Survivor is a monthly payment for low-income seniors aged 60 to 64 whose spouse or common-law partner has died and who have not remarried or entered into another common-law relationship. The benefit amounts for both GIS and Allowance for the Survivor depend on the income level of the recipient and are adjusted quarterly based on the Consumer Price Index. The higher the income, the lower the benefit amount, until it reaches zero at a certain income limit.
Therefore, eligibility for both GIS and Allowance for the Survivor depends on income level.
References: Canadian Investment Funds Course, Chapter 5: Registered Plans1
NEW QUESTION # 24
Iliana owns 1,000 participating preferred shares in the First Canadian Bank. Which of the following features are characteristic of her investment?
Answer: C
Explanation:
Explanation
Participating preferred shares are a type of preferred shares that give the holder a right to share in the issuer's net profits over and above the specified dividend rate. This means that participating preferred shareholders may receive additional dividends if the issuer performs well. Iliana owns participating preferred shares in the First Canadian Bank, which means she has a right to share in the bank's net profits over and above the specified dividend rate. References: Investment Funds in Canada (IFC) | Canadian Securities Institute
NEW QUESTION # 25
Jonathan is a Dealing Representative who has just finished an appointment with his new client, Shirley.
Jonathan has concluded that Shirley has a low-risk profile but wants to establish additional savings of
$500,000. During their discussion, Shirley emphasizes she wants investments that are also tax efficient.
Jonathan learned that currently Shirley has no registered retirement savings plan (RRSP) and tax-free savings account (TFSA) contribution room due to using those opportunities by investmenting elsewhere.
What variable is a PRIMARY consideration for Jonathan when making an investment recommendation?
Answer: D
NEW QUESTION # 26
Your client Gerard is 30 years old and plans to retire at age 65. He has a mutual fund portfolio of $40,000 in which he invests $1,500 monthly. Gerard's objective is to use these funds to meet the 20% down payment requirement to buy a house for $650,000.
What is Gerard's investment time horizon not considering market fluctuations?
Answer: D
Explanation:
Explanation
Gerard's investment time horizon is the length of time he plans to hold his investment until he needs to use the money for his specific goal. In this case, Gerard's goal is to use his mutual fund portfolio to meet the 20% down payment requirement to buy a house for $650,000. Therefore, his investment time horizon is determined by how long it will take him to accumulate enough money in his portfolio to cover the down payment amount.
Assuming that Gerard does not withdraw any money from his portfolio and that his portfolio earns a constant annual rate of return of 6%, we can use the following formula to calculate how long it will take him to reach his goal:
FV=PV*(1+r)n+PMT*r(1+r)n1
where:
* FV is the future value of the portfolio
* PV is the present value of the portfolio
* r is the annual interest rate
* n is the number of years
* PMT is the monthly payment
We can rearrange the formula to solve for n:
n=log(1+r)logPV+PMT*r1FVPMT*r1
Plugging in the given values, we get:
n=log(1+0.06)log40,000+1,500*0.061130,0001,500*0.061
n=4.98
Therefore, Gerard's investment time horizon is approximately 5 years, not considering market fluctuations.
This means that he will need to invest his money in a way that matches his risk tolerance and expected return for this time period.
References:
* Canadian Investment Funds Course (CIFC) Study Guide, Chapter 4: Mutual Funds, Section 4.6: Asset Allocation and Diversification, page 4-271
* Future Value of an Annuity Definition - Investopedia2
NEW QUESTION # 27
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