CSC1 Exam Dumps : Canadian Securities Course Exam 1

Profit from a short sale is calculated as the difference between the selling price and the covering price, multiplied by the number of shares:

Profit=(12.75−10.15)×1,500=2.60×1,500=3,900\text{Profit} = (12.75 - 10.15) \times 1,500 = 2.60 \times 1,500 = 3,900Profit=(12.75−10.15)×1,500=2.60×1,500=3,900

References:Volume 1, Chapter 9 ("Short Selling")​.

When a corporation issues preferred shares rather than debt, it avoids increasing its leverage (debt-to-equity ratio). Preferred shares are considered equity for financial reporting purposes and do not require the repayment of principal like debt instruments. Although they may have fixed dividend obligations, these are not legally binding in the way interest payments on debt are.

Issuing preferred shares allows the corporation to strengthen its balance sheet while potentially preserving its credit rating. Preferred shares do not directly affect leverage but provide capital without increasing debt.

References:

Volume 1, Chapter 8:Preferred Shares, section on "Why Companies Issue Preferred Shares" explains the advantages of using preferred shares instead of debt​.

To calculate the first coupon payment for Brice's real return bond, we follow these steps:

Step 1: Determine the adjusted principal.

The bond is a real return bond, meaning its principal is adjusted for inflation based on the Consumer Price Index (CPI). The initial principal is$10,000, and CPI increases by0.8%over six months.

Step 2: Calculate the semi-annual coupon payment.

The coupon rate is5% annual, paid semi-annually, so each coupon payment is based on half the annual rate:

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Conclusion:

The first coupon payment Brice will receive is$252.

References:

Canadian Securities Course (CSC), Volume 1, Chapter 6: Fixed-Income Securities – Features and Types. Discussion on real return bonds and their adjustment mechanism for inflation​.

Canadian Securities Course (CSC), Volume 1, Chapter 7: Fixed-Income Securities – Pricing and Trading. Calculation methodologies for bond payments​.