Define interest rate cap, floor and collar. Describe the cash flows for these derivatives.
Interest rate cap is a contract in which buyer will recieve cash flow at the end of each period if the interest rate exceeds strike price.
CASH FLOW - If market rates exceed the ceiling or cap rate, then the provider of the cap will make payments to the buyer sufficient enough to bring its rate back to the ceiling level. When rates are below the ceiling, no payments are made and the borrower pays market rates.
Interest rate floor is a contract in which buyer will recieve cash flow at the end of each period if the interest rate is below strike price.
CASH FLOW - If market rates is below the floor rate, then the provider of the floor will make payments to the buyer sufficient enough to bring its rate back to the floor level. When rates are above the floor, no payments are made and the investor invest at market rates.
Interest rate collar is a simultaneous buying of cap and floor contract in which buyer will recieve cash flow at the end of each period if the interest rate is above the cap strike or below the floor strike price. when interest rate are in between no payments are made
Define interest rate cap, floor and collar. Describe the cash flows for these derivatives.
Assuming an interest rate of 5.6 percent, what is the value of the following cash flows four years from today? Assuming an interest rate of 5.6 percent, what is the value of the following cash flows four years from today? Year WN Cash Flow $3,050 4,080 5,935 8,035
Assuming an interest rate of 5.3 percent, what is the value of the following cash flows four years from today? Assuming an interest rate of 5.3 percent, what is the value of the following cash flows four years from today? کا یہ Cash Flow $2,975 4,020 5,860 7,945 بیا هم Multiple Choice 22.46762 $21.164.67 $23.463.76 $22965.69 $2204653
Calculate the PV of a series of cash flows at 5% interest rate per annum. The series of cash flows are as follows: $1,500 today, $2,500 at the end of period 1, $3,500 at the end of period 2, and $4,800 at the end of period 3.
Define interest rate risk. Explain the two types of interest rate risk. Explain duration and bond properties and describe how an investor with a given holding period can use duration to reduce interest rate risk.
Define the following terms; order-driven market Price-Driven market Derivatives Exchange Rate Regime
The price of a perpetuity with monthly cash flows of $50 when the current interest rate is 7.24% p.a. compounding monthly and the first cash flow occurs at the end of month #2 is:
The value today of the following cash flows is $6,191.73 at an interest rate of 5.2 percent. What is the value of the Year 3 cash flow? Year Cash Flow 1 $ 1,575 2 1,725 3 ? 4 2,355 Multiple Choice $1,213.13 $1,412.39 $536.73 $3,767.67 $1,312.76
Assuming an interest rate of 5.2 percent, what is the value of the following cash flows five years from today? Year Cash Flow 1 $ 3,265 2 4,435 3 5,355 4 6,580
Assuming an interest rate of 7.1 percent, what is the value of the following cash flows five years from today? Year Cash Flow 1 $ 3,740 2 4,815 3 5,830 4 7,150
Assuming an interest rate of 6.6 percent, what is the value of the following cash flows five years from today? Year Cash Flow 1 $ 3,615 2 4,715 3 5,705 4 7,000