Answer Happy

1987 question the in 9876 1987 last thr 1987 1987 9876 -5-2011 25 2011 interest 1.198765 then take i 207-22%; if your 2012 of your 98765 Over 5 4. In this 55201 rate is determined by your 9876 non-zero digits of your student ID is the interest rate in basis points (a basis point student ID 520 is 0.01%). For example, if your student ID is 520 ID is 201318061, then i = 8.61%. 301475722, Write down your student ID and t at the 1198765 question 220 answer for this 16 monthly payments in arrears. Compute the monthly payment.re8765 by 2011 (6) LEEDS1515 (4 marks) Five years after taking out the mortgage, the mortgage 376 holder decides to borrow an additional £30,000 for renovation. Compute the re-37 vised monthly payment, under the assumption that the mortgage period does not 10 change. 53201 (C) LEEDS1515 (6 marks) Suppose that in the situation of part (21198765 holder does not want to change the monthly payment. It will now take longer (b), the Assuming that the final payment is a drop payment, compute the final payment and 876 the revised mortgage term counting from the time that the additional £30,000 is 875 borrowed) 1987 2019 201198763 5 20119876 d 12198765 729876 5 2011 (a) LEEDS. 765 201198765 (4 mart. 3765 2011987039 552011981 A mortgage 20119876 52011987 of £150765 2011987 201198763 20119870 is ren98765 20119876 -2011987 2011987 20119871 20119876 19875 119876520 147 375 2011987, norr11987 119870 20119870 7011987 UST 201193738 2011987 s) s 2011987 2765 25 55 25 201.1987 pay the loan. 55 pav65 2011987 2011987 20119870 2011987 201198 20765 201198707 mortos 24198 20119870 er to 87 11982 2011931 7011987