Question

In: Finance

Hanig Bottle Company wants to borrow $20M three months from today for a 9 month period....

Hanig Bottle Company wants to borrow $20M three months from today for a 9 month period. Hanig wants to protect against interest rate risk by entering into a 3x9 forward rate agreement (FRA) at 3.25%. In 3 months, the interest rates are 2.5%.

Hanig receives $112,500 from the FRA.

Hanig allows the FRA to expire unused.

Hanig receives $150,000 from the FRA

Hanig pays $112,500 on the FRA.

Solutions

Expert Solution

Forward Rate Agreement Entered by  Hanig Bottle Company to protect Against Interest Rate Risk.

If the interest rate rises its cash outflow due to the higher interest rates will be increased. If the interest rate falls its cash outflow will fall.

To prevent cash flow from fluctuation Hanig Bottle Company will enter into FRA. Where interest rate will be locked at the agreed interest rate Here it is 3.25%. So When the interest rate when increases FRA dealer will pay Hanig Bottle Company notional difference amount and when the interest rate when decreases Hanig Bottle Company will pay  FRA dealer notional difference amount. Resulting Net cash flow at any given scenario will be constant for Hanig Bottle Company.

Here interest Rate falls from 3.25% to 2.50% So, Hanig Bottle Company Will pay FRA dealer.

Amount Will Pay  

A = P * Idiff * Time

Here

P = 20 Million = 20* 1000000

Idiff = 3.25% - 2.50% = 0.75%

Time = 09 Months = 09/ 12 Years = 0.75 Years

Amount Will Pay  

A = 20* 1000000 * 0.75% * 0.75 = 0.1125 *  1000,000 = 112, 500

Hanig Bottle Company will Pay FRA Dealer  $ 112, 500 (Ans)


Related Solutions

A company is planning to borrow $120 million after three months for a period of six...
A company is planning to borrow $120 million after three months for a period of six months. The quote for the loan is LIBOR. The loan rate, LIBOR, will be determined at the start of loan and stay the same for its duration. Currently LIBOR is 3%. The company is willing to pay 3.25% fixed interest on the loan to avoid variable interest. Part a. Construct a Forward Rate Agreement (FRA) for the company. Part b. Should the company buy...
A company is planning to borrow $120 million after three months for a period of six...
A company is planning to borrow $120 million after three months for a period of six months. The quote for the loan is LIBOR. The loan rate, LIBOR, will be determined at the start of loan and stay the same for its duration. Currently LIBOR is 3%. The company is willing to pay 3.25% fixed interest on the loan to avoid variable interest. Part a. Construct a Forward Rate Agreement (FRA) for the company. Part b. Should the company buy...
You had to pay $500 three months ago, $500 today and and $499.55 three month from...
You had to pay $500 three months ago, $500 today and and $499.55 three month from today. if 12% simple intrest is charged when single payment of 1590 will settle debt ? Answer provide in months
You borrow $7,000 today and promise to repay the loan over the next three years with 36 equal, end-of-month payments starting one month from today.
You borrow $7,000 today and promise to repay the loan over the next three years with 36 equal, end-of-month payments starting one month from today. The interest rate is 4% APR compounded monthly. What is the amount of each payment? Round only your final answer to two decimal places.• $206.67• $194.44• $214.98• $202.19• $223.86
A bank bought a "three against six" $5,000,000 FRA for a three-month period beginning three months...
A bank bought a "three against six" $5,000,000 FRA for a three-month period beginning three months from today and ending six months from today. The reason that the bank bought the FRA was to hedge: the bank accepted a 3-month deposit and made a six-month loan. The agreement rate with the seller is 5 percent. Assume that three months from today the settlement rate is 4.75 percent. Who pays whom? How much? When? The actual number of days in the...
You receive $4,000 every three months beginning three months from today for 7 years and an...
You receive $4,000 every three months beginning three months from today for 7 years and an additional $1,200 7 years from today. If the interest rate is 3.0% (EAR), which of the following is closest to the present value (PV) of this stream of cash flows? How should I solve this using the hp10bii+ calculator? If you could show me the steps that would be great!
A stock price is currently $36. During each three-month period for the next six months it is expected to increase by 9% or decrease by 8%.
Problem 3: Derivatives ValuationA stock price is currently $36. During each three-month period for the next six months it is expected to increase by 9% or decrease by 8%. The risk-free interest rate is 5%. Use a two-step tree to calculate the value of a derivative that pays off (max[(40-ST),0])2 where ST is the stock price in six months.Use risk-neutral valuation.Verify whether both approaches lead to the same result.If the derivative is of American style (ST in the payoff function...
Your company forecasts that 3 months after today you will need to borrow $5 million dollars...
Your company forecasts that 3 months after today you will need to borrow $5 million dollars for 3-months. You also know a Eurodollar futures contract that expires in 3 months (June) is trading at 98.08.   You decide to use this Eurodollar futures contract to hedge your risk.   If the actual LIBOR rate on the day when you borrow money, which is also the day that your Eurodollar futures position expires, is 1.3%. (1) Indicate how you will use the Eurodollar...
You expect to receive $600 every three months beginning fifteen months from today and expect to...
You expect to receive $600 every three months beginning fifteen months from today and expect to receive these payments forever. If the interest rate is 9% EAR, what is this stream of cash flows worth today? (please slso show the resolution using financial calculator)
1. It is April 2019. A US company needs to borrow $100,000,000 for three months starting...
1. It is April 2019. A US company needs to borrow $100,000,000 for three months starting five months from now. The current 3-month LIBOR is 2.5%. The company is afraid that rates may rise during those five months before it obtains the loan. Should the company buy or sell Eurodollar futures? And how many (ignoring the present value of the basis point change)? Which month should the futures settle/expire? Assume that the appropriate Eurodollar future is trading at 97.4. What...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT