CFA Institute CFA-Level-II CFA Level II Chartered Financial Analyst Exam Practice Test

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Total 715 questions
Question 1

William Bow, CFA, is a risk manager for GlobeCorp, an international conglomerate with operations in the technology, consumer products, and medical devices industries. Exactly one year ago, GlobeCorp, under Bow's advice, entered into a 3-year payer interest rate swap with semiannual floating rate payments based on the London interbank offered rate (LIBOR) and semiannual fixed rate payments based on an annual rate of 2.75%. At the time of initiation, the swap had a value of zero and the notional principal was set equal to $150 million. The counterparty to GlobeCorp's swap is NVS Bank, a commercial bank that also serves as a swap dealer. Exhibit 1 below summarizes the current LIBOR term structure.

Upper management at GlobeCorp feels that the original swap has served its intended purpose but that circumstances have changed and it is now time to offset the firm's exposure to the swap. Because they cannot find a counterparty to an offsetting swap transaction, management has asked Bow to come up with alternative measures to offset the swap exposure. Bow created a report for the management team which outlines several strategies to neutralize the swap exposure. Two of his strategies are included in Exhibit 2.

After examining its long-term liabilities, NVS Bank has decided that it currently needs to borrow $100 million over the next two years to finance its operations. For this type of funding need, NVS generally issues quarterly coupon short-term floating rate notes based on 90-day LIBOR. NVS is concerned, however, that interest rates may shift upward and the LIBOR curve may become upward sloping. To manage this risk, NVS is considering utilizing interest rate derivatives. Managers at the bank have collected quotes on over-the-counter interest rate caps and floors from a well known securities dealer. The quotes, which are based on a notional principal of $100 million, are provided in Exhibit 3.

One of the managers at NVS Bank, Lois Green, has expressed her distrust of the securities dealer quoting prices on the caps and floors. In a memo to the CFO, Green suggested that NVS use an alternative but equivalent approach to manage the interest rate risk associated with its two-year funding plan. Following is an excerpt from Green's memo:

"Rather than using a cap or floor, NVS Bank can effectively manage its exposure to interest rates resulting from the 2-year funding requirement by taking long positions in a series of put options on fixed-income instruments with expiration dates that coincide with the payment dates on the floating rate note."

"As a cheaper alternative, NVS can effectively manage its exposure to interest rates resulting from the 2-ycar funding requirement by creating a collar using long positions in a series of call options on interest rates and long positions in a series of call options on fixed income instruments all of which would have expiration dates that coincide with the payment dates on the floating rate note."

GlobeCorp is concerned with its exposure to the interest rate swap initiated one year ago. Evaluate the strategies recommended by Bow in Exhibit 2.



Answer : A

A payer swap such as GlobeCorps is obligated to pay multiple fixed rate payments to, and receive multiple floating rate payments from, the counterparty. The payer swap therefore gains (loses) value if interest rates rise (fall) since floating rate payments will be greater (less) than the required fixed rate payments. Similarly, the long position in a forward rate agreement (FRA) allows the purchaser to borrow at a specified rate (pay fixed). If interest rates rise (fall), the long FRA position gains (loses) value. Thus, we can state that a series of long off-market FRAs is equivalent to a pay fixed interest rate swap. To ofTset an existing pay fixed swap position, a position with opposite exposure to interest rates must be established. Therefore, Strategy 1 is appropriate since it involves a short position in a series of off-market FRA contracts with settlement dates and underlying interest rates that correspond to the swap payment dates (the FRAs are all based on 180-day or 6-month LIBOR and settle in 6 months, 12 months, 18 months, and 24 months). Strategy 2 will not offset GlobeCorps existing interest rate swap position. A pay fixed interest rate swap position is equivalent to being short a fixed rate bond and long a floating rate bond. In order to neutralize such a position, the opposite transactions need to be established. Strategy 2 correctly states that GlobeCorp should take a short position in a floating rate note but this will only offset half of the swap position. GlobeCorp must also purchase a fixed rate bond with a coupon rate equal to the fixed rate on the swap. (Study Session 17, LOS 6 Lb)


Question 2

William Bow, CFA, is a risk manager for GlobeCorp, an international conglomerate with operations in the technology, consumer products, and medical devices industries. Exactly one year ago, GlobeCorp, under Bow's advice, entered into a 3-year payer interest rate swap with semiannual floating rate payments based on the London interbank offered rate (LIBOR) and semiannual fixed rate payments based on an annual rate of 2.75%. At the time of initiation, the swap had a value of zero and the notional principal was set equal to $150 million. The counterparty to GlobeCorp's swap is NVS Bank, a commercial bank that also serves as a swap dealer. Exhibit 1 below summarizes the current LIBOR term structure.

Upper management at GlobeCorp feels that the original swap has served its intended purpose but that circumstances have changed and it is now time to offset the firm's exposure to the swap. Because they cannot find a counterparty to an offsetting swap transaction, management has asked Bow to come up with alternative measures to offset the swap exposure. Bow created a report for the management team which outlines several strategies to neutralize the swap exposure. Two of his strategies are included in Exhibit 2.

After examining its long-term liabilities, NVS Bank has decided that it currently needs to borrow $100 million over the next two years to finance its operations. For this type of funding need, NVS generally issues quarterly coupon short-term floating rate notes based on 90-day LIBOR. NVS is concerned, however, that interest rates may shift upward and the LIBOR curve may become upward sloping. To manage this risk, NVS is considering utilizing interest rate derivatives. Managers at the bank have collected quotes on over-the-counter interest rate caps and floors from a well known securities dealer. The quotes, which are based on a notional principal of $100 million, are provided in Exhibit 3.

One of the managers at NVS Bank, Lois Green, has expressed her distrust of the securities dealer quoting prices on the caps and floors. In a memo to the CFO, Green suggested that NVS use an alternative but equivalent approach to manage the interest rate risk associated with its two-year funding plan. Following is an excerpt from Green's memo:

"Rather than using a cap or floor, NVS Bank can effectively manage its exposure to interest rates resulting from the 2-year funding requirement by taking long positions in a series of put options on fixed-income instruments with expiration dates that coincide with the payment dates on the floating rate note."

"As a cheaper alternative, NVS can effectively manage its exposure to interest rates resulting from the 2-ycar funding requirement by creating a collar using long positions in a series of call options on interest rates and long positions in a series of call options on fixed income instruments all of which would have expiration dates that coincide with the payment dates on the floating rate note."

Which of the following statements regarding the GlobeCorp swap initiated one year ago is most likely correct?



Answer : A

At the initiation of GlobeCorp's fixed rate payer swap, the value was zero and the fixed rate was set at 2.75%. To determine the change in the value of the swap, we must determine the fixed rate on comparable swaps available today using the LIBOR curve. Since a year has passed since the initiation of the swap, a comparable swap as of today would be a 2-year swap with semiannual payments. First calculate the discount factors for the 180-, 360-, 540-, and 720-day LIBOR interest rates as follows:

GlobcCorp could enter into an equivalent swap today at an annualized fixed rate of 2.38% versus the fixed rate of 2.75% that it is currently paying on the existing swap. Therefore, the existing swap has negative value to GlobeCorp and has thus decreased from an initial value of zero. Current credit risk is greater for NVS Bank since the negative value of the swap to GlobcCorp increases the chance that the company will default on the obligation and fail to make the required payments to NVS. (Study Session 17, LOS 6l.c,i)


Question 3

Rock Torrey, an analyst for International Retailers Incorporated (IRI), has been asked to evaluate the firm's swap transactions in general, as well as a 2-year fixed for fixed currency swap involving the U .S . dollar and the Mexican peso in particular. The dollar is Torrey's domestic currency, and the exchange rate as of June 1,2009, was $0.0893 per peso. The swap calls for annual payments and exchange of notional principal at the beginning and end of the swap term and has a notional principal of $100 million. The counterparty to the swap is GHS Bank, a large full-service bank in Mexico.

The current term structure of interest rates for both countries is given in the following table:

Torrey believes the swap will help his firm effectively mitigate its foreign currency exposure in Mexico, which sterns mainly from shopping centers in high-end resorts located along the eastern coastline. Having made this conclusion, Torrey begins writing his report for the management of IRI. In addition to the terms of the swap, Torrey includes the following information in the report:

* Implicit in the currency swap under consideration is a swap spread of 75 basis points over 2-year U .S . Treasury securities. This represents a 10 basis point narrowing of the spread as compared to this time last year. Thus, we can assume that the credit risk of the global credit market has decreased. Unfortunately, the decline provides no insight into the credit risk of the individual currency swap with GHS Bank, which could have increased.

* In order to decrease the counterparty default risk on the currency swap, we will need to utilize credit derivatives between the beginning and midpoint of the swap's life when this particular risk is at its highest. This is a significantly different strategy than we normally use with interest rate swaps. For interest rate swaps, counterparty default risk peaks at the middle of the swap's life, at which point we utilize credit derivative CQuntermeasures to offset the risk.

* Because currency swaps almost always include netting agreements and interest rate swaps can be structured to include mark-to-market agreements, we can significantly reduce the credit risk of these swap instruments by negotiating swap contracts that include these respective features. When negotiating these features is not possible, credit risk can be reduced by using off-market swaps that do not require an initial payment from IRI.

Six months have passed (180 days) since Torrey issued his report to IRI's management team, and the current exchange rate is now $0,085 per peso. The new term structure of interest rates is as follows:

Calculate the value of the 2-year currency swap from the perspective of the counterparty paying dollars six months after Torrey's initial analysis.



Answer : C

Use the new Mexican term structure to derive the present value factors:

Zl80 (360) - 1 / [1 4 0.050(180 / 360)] = 0.9756

Z180 (720) = 1 / [1 t 0.052(540 / 360)] = 0.9276

The present value of the fixed payments plus the principal is:

0.0507 x (0.9756 + 0.9276) + 0.9276 = 1.0241 per peso

Apply this to notional principal and convert at current exchange rate:

1.0241 x ($100M / 0.0893) m 0.085= $97.48 million

The value of the swap is the difference between this value and the pay dollar fixed present value derived in the previous question:

$97

.48 - $101.69M = - $4.21 million (Study Session 17, LOS 61 A)


Question 4

Rock Torrey, an analyst for International Retailers Incorporated (IRI), has been asked to evaluate the firm's swap transactions in general, as well as a 2-year fixed for fixed currency swap involving the U .S . dollar and the Mexican peso in particular. The dollar is Torrey's domestic currency, and the exchange rate as of June 1,2009, was $0.0893 per peso. The swap calls for annual payments and exchange of notional principal at the beginning and end of the swap term and has a notional principal of $100 million. The counterparty to the swap is GHS Bank, a large full-service bank in Mexico.

The current term structure of interest rates for both countries is given in the following table:

Torrey believes the swap will help his firm effectively mitigate its foreign currency exposure in Mexico, which sterns mainly from shopping centers in high-end resorts located along the eastern coastline. Having made this conclusion, Torrey begins writing his report for the management of IRI. In addition to the terms of the swap, Torrey includes the following information in the report:

* Implicit in the currency swap under consideration is a swap spread of 75 basis points over 2-year U .S . Treasury securities. This represents a 10 basis point narrowing of the spread as compared to this time last year. Thus, we can assume that the credit risk of the global credit market has decreased. Unfortunately, the decline provides no insight into the credit risk of the individual currency swap with GHS Bank, which could have increased.

* In order to decrease the counterparty default risk on the currency swap, we will need to utilize credit derivatives between the beginning and midpoint of the swap's life when this particular risk is at its highest. This is a significantly different strategy than we normally use with interest rate swaps. For interest rate swaps, counterparty default risk peaks at the middle of the swap's life, at which point we utilize credit derivative CQuntermeasures to offset the risk.

* Because currency swaps almost always include netting agreements and interest rate swaps can be structured to include mark-to-market agreements, we can significantly reduce the credit risk of these swap instruments by negotiating swap contracts that include these respective features. When negotiating these features is not possible, credit risk can be reduced by using off-market swaps that do not require an initial payment from IRI.

Six months have passed (180 days) since Torrey issued his report to IRI's management team, and the current exchange rate is now $0,085 per peso. The new term structure of interest rates is as follows:

Calculate the present value of the dollar fixed payments for the tw year currency swap six months after Torrey's initial analysis.



Answer : B

Using the new U .S . term structure to derive the present value factors:

Z180 (360) = 1 / [1 + 0.042(180 / 360)] = 0.9794

Z180 (720) = 1 / [1 + 0.048(540 / 360)] = 0.9328

The present value of the fixed payments plus the $100M principal is:

$4.4M x (0.9794 + 0.9328) + $100M x 0.9328 = $101.69 million

(Study Session 17, LOS 6l.d)


Question 5

Charles Mabry manages a portfolio of equity investments heavily concentrated in the biotech industry. He just returned from an annual meeting among leading biotech analysts in San Francisco. Mabry and other industry experts agree that the latest industry volatility is a result of questionable product safety testing methodologies. While no firms in the industry have escaped the public attention brought on by the questionable safety testing, one company in particular is expected to receive further attention---Biological Instruments Corporation (BIC), one of several long biotech positions in Mabry's portfolio. Several regulatory agencies as well as public interest groups have heavily criticized the rigor of BIC's product safety testing.

In an effort to manage the risk associated with BIC, Mabry has decided to allocate a portion of his portfolio to options on BIC's common stock. After surveying the derivatives market, Mabry has identified the following European options on BIC common stock:

Mabry wants to hedge the large BIC equity position in his portfolio, which closed yesterday (June 1) at $42 per share. Since Mabry is relatively inexperienced with utilizing derivatives in his portfolios, Mabry enlists the help of an analyst from another firm, James Grimell.

Mabry and Grimell arrange a meeting in Boston where Mabry discusses his expectations regarding the future returns of BIC's equity. Mabry expects BIC equity to make a recovery from the intense market scrutiny but wants to provide his portfolio with a hedge in case BIC has a negative surprise. Grimell makes the following suggestion:

"If you want to avoid selling the BIC position and are willing to earn only the risk-free rate of return, you should sell calls and buy puts on BIC stock with the same market premium. Alternatively, you could buy put options to manage the risk of your portfolio. I recommend waiting until the vega on the options rises, making them less attractive and cheaper to purchase."

Assuming that on October 15, the closing price of BIC common stock is $40 per share, how would the delta of Put F have changed from June 1?



Answer : A

As the option moves further into the money and as the expiration date approaches, the delta of a put option moves closer to -1. (Study Session 17, LOS 60.e)


Question 6

Erich Reichmann, CFA, is a fixed-income portfolio manager with Global Investment Management. A recent increase in interest rate volatility has caused Reichmann and his assistant, Mel O'Shea, to begin investigating methods of hedging interest rate risk in his fixed income portfolio.

Reichmann would like to hedge the interest rate risk of one of his bonds, a floating-rate bond (indexed to LIBOR). O'Shea recommends taking a short position in a Eurodollar futures contract because the Eurodollar contract is a more effective hedging instrument than a Treasury bill futures contract.

Reichmann is also analyzing the possibility of using interest rate caps and floors, as well as interest rate options and options on fixed income securities, to hedge the interest rate risk of his overall portfolio.

Reichmann uses a binomial interest rate model to value 1-year and 2-year 6% floors on 1-year LIBOR, both based on $30 million principal value with annual payments. He values the 1-year floor at $90,000 and the 2-year floor at $285,000.

Reichmann has also heard about using interest rate collars to hedge interest rate risk, but is unsure how to construct a collar.

Finally, Reichmann is interested in using swaptions to hedge certain investments. He evaluates the following comments about swaptions.

* If a firm anticipates floating rate exposure from issuing floating rate bonds at some future date, a payer swaption would lock in a fixed rate and provide floating-rate payments for the loan. It would be exercised if the yield curve shifted down.

* Swaptions can be used to speculate on changes in interest rates. The investor would buy a receiver swaption if he expects rates to fall.

Based on the results from Reichmann's binomial interest rate model, the value of a 2-year, $30 million European put option on LIBOR with a floor strike of 6% is closest to:



Answer : B

The value of the 2-year floor is equal 10 the value of a comparable 1-year European put option (a 1-ycar 'floorlet') plus the value of a comparable 2-year put option (a 2-year 'floorlet'). A 1-year floorlet with an annual payoff is the same as a 1-year put option on annual LIBOR. Therefore the value of the 2-ycar put option is equal to the value of the 2-year floor less the value of the 1 -year put option: $285,000 - $90,000 = $ 195,000. (Study Session 17, LOS 62.b)


Question 7

Erich Reichmann, CFA, is a fixed-income portfolio manager with Global Investment Management. A recent increase in interest rate volatility has caused Reichmann and his assistant, Mel O'Shea, to begin investigating methods of hedging interest rate risk in his fixed income portfolio.

Reichmann would like to hedge the interest rate risk of one of his bonds, a floating-rate bond (indexed to LIBOR). O'Shea recommends taking a short position in a Eurodollar futures contract because the Eurodollar contract is a more effective hedging instrument than a Treasury bill futures contract.

Reichmann is also analyzing the possibility of using interest rate caps and floors, as well as interest rate options and options on fixed income securities, to hedge the interest rate risk of his overall portfolio.

Reichmann uses a binomial interest rate model to value 1-year and 2-year 6% floors on 1-year LIBOR, both based on $30 million principal value with annual payments. He values the 1-year floor at $90,000 and the 2-year floor at $285,000.

Reichmann has also heard about using interest rate collars to hedge interest rate risk, but is unsure how to construct a collar.

Finally, Reichmann is interested in using swaptions to hedge certain investments. He evaluates the following comments about swaptions.

* If a firm anticipates floating rate exposure from issuing floating rate bonds at some future date, a payer swaption would lock in a fixed rate and provide floating-rate payments for the loan. It would be exercised if the yield curve shifted down.

* Swaptions can be used to speculate on changes in interest rates. The investor would buy a receiver swaption if he expects rates to fall.

If 1-year LIBOR at the end of year 2 is 5.8%, the absolute value of a position (long or short) in the 2-year, 6%, $30 million interest rate floor at the end of year 2 is closest to:



Answer : A

The floor pays off in arrears, so the $60,000 payoff is made at the end of the third year, and the floor value at maturity is the present value of the $60,000 payoff discounted 1 year at 5.8%.

(Study Session 17, LOS 62.b)


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Total 715 questions