Given that a seasoned 360-month agency mortgage pass-through security has currently a weighted average maturity (WAM) of 357 months. It has $400M outstanding balance, a 7.5% pass-through coupon rate, and 8.125% weighted average coupon (WAC). Assuming 125% PSA and a first month mortgage payment of $2,975,868, what is the expected prepayment for the first month? Group of answer choices $267,535 $267,470 $334,473 $334,647 None of the a

Given that a seasoned 360-month agency mortgage pass-through security has currently a weighted average maturity (WAM) of 357 months. It has $400M outstanding balance, a 7.5% pass-through coupon rate, and 8.125% weighted average coupon (WAC). Assuming 125% PSA and a first month mortgage payment of $2,975,868, what is the expected prepayment for the first month? Group of answer choices $267,535 $267,470 $334,473 $334,647 None of the a

EBK CONTEMPORARY FINANCIAL MANAGEMENT

14th Edition

ISBN:9781337514835

Author:MOYER

Publisher:MOYER

Chapter2: The Domestic And International Financial Marketplace

Section: Chapter Questions

Problem 4P

See similar textbooks

Similar questions

Consider the following fixed-rate level-payment mortgage pass-through security: Total principal outstanding = $5,000,000 Weighted average mortgage (Note) rate = 8.25% Weighted average remaining maturity = 30 years (360 months) Pass-through rate=7.5% What is the amount of prepayment in the sixth month?
A borrower and lender negotiate a $20,000,000 interest-only loan at a 9 percent interest rate for a term of 15 years. There is a lockout period of 10 years. Should the borrower choose to prepay this loan at any time after the end of the 10th year, a yield maintenance fee (YMF) will be charged. The YMF will be calculated as follows: A treasury security with a maturity equal to the number of months remaining on the loan will be selected, to which a spread of 150 basis points (1.50 percent) will be added to determine the lender’s reinvestment rate. The penalty will be determined as the present value of the difference between the original loan rate and the lender’sreinvestment rate. a. How much will the YMF be if the loan is repaid at the end of year 13 if 2-year treasury rates are 6 percent? What if two-year treasury rates are 8 percent?
Consider the following fixed-rate level-payment mortgage pass-through security: Total principal outstanding = $5,000,000 Weighted average mortgage (Note) rate = 8.25% Weighted average remaining maturity = 30 years (360 months) Pass-through rate=7.5% What is the scheduled monthly mortgage payment if there is no prepayment?
Given the following information of the mortgage pool that backs a MPT, what is the regular scheduled payment in month 1 of the security? Use WAC as the mortgage rate and WAM as the number of periods for your calculations. Round your final answer to two decimals. • 30 year FRM, fully amortizing, monthly payments • Loans seasoned for 3 months before entering pool • WAM: 357 • WAC: 4% • Servicer/Guarantee fee: 0.55% • Starting pool balance: 250,342,967 • Prepayment assumption: 75% PSA
A borrower and lender negotiate a $20,000,000 interest-only loan at a 5 percent interest rate for a term of 15 years. There is a lockout period of 10 years. Should the borrower choose to prepay this loan at any time after the end of the 10th year, a yield maintenance fee (YMF) will be charged. The YMF will be calculated as follows: A treasury security with a maturity equal to the number of months remaining on the loan will be selected, to which a spread of 150 basis points (1.50%) will be added to determine the lender’s reinvestment rate. The penalty will be determined as the present value of the difference between the original loan rate and the lender’s reinvestment rate. Required: a. How much will the YMF be if the loan is repaid at the end of year 13 if two year treasury rates are 2 percent? If two-year treasury rates are 4 percent, what will be the lender's reinvestment rate? (Do not round intermediate calculations. Round "YMF" to the nearest dollar amount and "Reinvestment rate"…
A borrower and lender negotiate a $20,000,000 interest-only loan at a 5 percent interest rate for a term of 15 years. There is a lockout period of 10 years. Should the borrower choose to prepay this loan at any time after the end of the 10th year, a yield maintenance fee (YMF) will be charged. The YMF will be calculated as follows: A treasury security with a maturity equal to the number of months remaining on the loan will be selected, to which a spread of 150 basis points (1.50%) will be added to determine the lender’s reinvestment rate. The penalty will be determined as the present value of the difference between the original loan rate and the lender’s reinvestment rate. How much will the YMF be if the loan is repaid at the end of year 13 if two year treasury rates are 2 percent? What if two-year treasury rates are 4 percent?
A borrower and lender negotiate a $20,000,000 interest-only loan at a 5 percent interest rate for a term of 15 years. There is a lockout period of 10 years. Should the borrower choose to prepay this loan at any time after the end of the 10th year, a yield maintenance fee (YMF) will be charged. The YMF will be calculated as follows: A treasury security with a maturity equal to the number of months remaining on the loan will be selected, to which a spread of 150 basis points (1.50%) will be added to determine the lender’s reinvestment rate. The penalty will be determined as the present value of the difference between the original loan rate and the lender’s reinvestment rate. Required: a. How much will the YMF be if the loan is repaid at the end of year 13 if two year treasury rates are 2 percent? If two-year treasury rates are 4 percent, what will be the lender's reinvestment rate?
Assume that a lender offers a 30-year, $148,000 adjustable rate mortgage (ARM) with the following terms: Initial interest rate = 7.5 percent Index = one-year Treasuries Payments reset each year Margin = 2 percent Interest rate cap = 1 percent annually; 3 percent lifetime Discount points = 2 percent Based on estimated forward rates, the index to which the ARM is tied is forecasted as follows: Beginning of year (BOY) 2 = 7 percent; (BOY) 3 = 8.5 percent; (BOY) 4 = 9.5 percent; (BOY) 5 = 11 percent. Required: a. Compute the payments and loan balances for the ARM for the five-year period. b. Compute the yield for the ARM for the five-year period.
Given the following information of the mortgage pool that backs a MPT, what is the regular scheduled payment in month 1 of the security? Use WAC as the mortgage rate and WAM as the number of periods for your calculations. Round your final answer to two decimals. • 30 year FRM, fully amortizing, monthly payments • Loans seasoned for 3 months before entering pool • WAM: 357 • WAC: 4% • Servicer/Guaran • Prepayment assumption: 75% PSA
A Financial Institution (FI) originates a pool of 500 30-year mortgages, each averaging $150,000 with an annual mortgage coupon rate of 8 percent. Assume that the entire mortgage portfolio is securitized to be sold as GNMA pass-throughs. The GNMA credit risk insurance fee is 6 basis points, and the FI's servicing fee is 19 basis points. Assume no prepayments. What are the expected monthly cash flows (fees) for the GNMA? $2,947.83 $4,527.72 $13,014.25 $3,123.42 $8,973.62
A borrower and lender negotiate a $25,000,000 interest-only loan at an 8.0% interest rate for a term of 15 years. There is a 10 year lockout period. Should the borrower choose to prepay this loan at any time after the 10th year, a yield maintenance fee (YMF) will be charged. The YMF will be calculated as follows: A treasury security with a maturity equal to the number of months remaining on the loan will be selected, to which a spread of 180 basis points (1.80%) will be added to determine the lender’s reinvestment rate. The penalty will be determined as the present value of the difference between the original loan rate and the lender’s reinvestment rate. If the loan is repaid at the end of the 12th year, and 3-year treasury rates are 5.0%, what is the YMF? $797,795 $341,336 $547,229 $633,272
Assume that a lender offers a 30-year, $150,000 adjustable-rate mortgage (ARM) with the following terms:Initial interest rate 7.5 percentIndex 1-year TreasuriesPayments reset each yearMargin 2 percentInterest rate cap 1 percent annually; 3 percent lifetimeDiscount points 2 percentFully amortizing; however, negative amortization allowed if interest rate caps reachedBased on estimated forward rates, the index to which the ARM is tied is forecasted as follows:Beginning of year (BOY) 2 7 percent; (BOY) 3 8.5 percent; (BOY) 4 9.5 percent;(EOY) 5 11 percent.Compute the payments, loan balances, and yield for the ARM for the five-year period.