D. What is the effect of the lender's increasing the loan's interest rate just before closing A. The borrower has to pay it. B. Closing will be delayed. C. The borrower can choose to pay extra points. D. The real estate licensee is expected to pay the extra points.

What's New ur Read and analyze the situation below. Let's Save Michael is planning to apply for a loan in Quezon Cooperative Bank, he is already aware of the terms payment for his loan but when he is about to pass his application form and compare his computation with the terms of payment provided by the bank he notices some discrepancy. Michael's Computation Computation from the bank Amount of Loan: P100,000 Amount of Loan: P100,000 Interest rate: 3% Interest rate: 3% Due Date: After 3 years Computation: I = (100, 000)(0.03(3) Year 1 Year 2 Year 3 9272.70 000 106,090 0609 109,272.70 Int %3D Amt 103,000 %3D Amount to be paid after 3 years e acq 000ʻ6d = I To enlighten he asked some explanations why they have different computations and the bank gave him the detailed computation: Initially at t = 0 P100,000 P100,000 (1.03) = P103,000 at t = 2 b P103,000 (1.03) = P106,090 P106,090 (1.03) = P109,272.70 at t = 1 %3D slumo %3D at t = 3 %3D Questions 1. Is Michael's computation correct? 2. Is…

Which of the following refers to the ratio of the interest to the principal repayment on an annual unpaid loan? A. it increases as the loan gets older О в. it decreases as the loan gets older O c. it remains constant over the life of the loan O D. it changes according to the level of market interest rates during the life of the loan

What's New ur Read and analyze the situation below. Let's Save Michael is planning to apply for a loan in Quezon Cooperative Bank, he is already aware of the terms payment for his loan but when he is about to pass his application form and compare his computation with the terms of payment provided by the bank he notices some discrepancy. Michael's Computation Computation from the bank Amount of Loan: P100,000 Interest rate: 3% Amount of Loan: P100,000 Interest rate: 3% Due Date: After 3 years Computation: I = (100, 000)(0.03(3) Year 1 Year 2 Year 3 9272.70 eco Amt 0609 109,272.70 060'901 Int 0008 Amount to be paid after 3 years o C ag 000'6d = I 000'60I To enlighten he asked some explanations why they have different computations and the bank gave him the detailed computation: Initially at t = 0 000'00 P100,000 (1.03) = P103,000 P103,000 (1.03) = P106,090 P106,090 (1.03) = P109,272.70 at t = 1 at t = 2 at t = 3 Questions 1. Is Michael's computation correct? 2. Is the bank's computation…

Borrowers should consider refinancing their existing fixed rate mortgage (FRM) loan only when the market interest rates _____; and they should refinance _____ frequently as the refinance closing costs rise. Group of answer choices increase; less increase; more decrease; less decrease; more

Suppose your bank’s loan officer tells you that if you take out a mortgage (i.e., you   borrow money to buy a house), you will be permitted to borrow no more than 80% of   the value of the house. Describe this transaction using the terminology of short-sales.

Note: answer it " all " correctly. Justify your answer by showing solution of your choice If not I will rate you unhelpful I dont care about Bartleby rules. Thank you for understanding Asap

the situation below. Let's Save Michael is planning to apply for a loan in Quezon Cooperative Bank, he is already aware of the terms payment for his loan but when he is about to pass his application form and compare his computation with the terms of payment provided by the bank he notices some discrepancy. Michael's Computation Computation from the bank Amount of Loan: P100,000 Amount of Loan: P100,000 Interest rate: 3% Interest rate: 3% Due Date: After 3 years Computation: I = (100, 000)(0.03(3) I = P9,000 Amount to be paid after 3 years Year 1 Year 2 Year 3 %3D Int 3000 6090 9272.70 Amt 103,000 106,090 109,272.70 %3D P109,000 To enlighten he asked some explanations why they have different computations and the bank gave him the detailed computation: Initially at t = 0 P100,000 P100,000 (1.03) = P103,000 P103,000 (1.03) = P106,090 P106,090 (1.03) = P109,272.70 at t = 1 at t = 2 %3D at t = 3 %3D Questions 1. Is Michael's computation correct? 2. Is the bank's computation fair? Why? 2 How…

Question 5.A bank has borrowing needs at timeT >0. Show that by combining an FRAtrade today with a libor loan at timeT, the bank can today lock in its interest cost forthe periodTtoT+α. Does the borrowing bank need to buy or sell the FRA to do this?What is the fixed rate that the bank locks in?

What do we know about a loan, which is said to have annuity payments? a. This loan has annual cashflows only. b. This loan has only interest payments before maturity. c. This loan should be a mortgage loan. d. This loan has equal payment cashflows in all periods along its maturity.