FINANCIAL ACCOUNTING
10th Edition
ISBN: 9781259964947
Author: Libby
Publisher: MCG
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Step 1
Given:
m = $50
r = 5%
t = 3years
n = 12
Formula:
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- INSTEATRINDANN~~~~~≈¦¦¦¦¦¦¦++744 1 2 3 5 6 8 9 10 11 12 13 14 15 16 18 19 20 21 17 Year Payment Amount 22 23 24 25 26 27 28 29 30 31 32 33 14 36 34 15 37 35 16 38 39 40 A 41 42 ~~~~~~ ON OG FW NOONGAWNIO 43 12 45 18 19 20 22 23 24 B 25 Nominal Rate r(m) Compounding m Effective Ann. Rate i Option A (lump sum) amount Option B (annual) amount Number of years Annuity imm. (1) or due (0) $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $0.00 C PV factor D 3.000% 2 3.02% i= (1 + i(m)/m)^m-1 $15,000,000.00 $1,125,000.00 25 0 E 1.00000 $1,125,000.00 0.97066 $1,091,994.47 0.94218 $1,059,957.26 0.91454 $1,028,859.97 0.88771 $998,675.01 0.86167 $969,375.64 0.83639 $940,935.85 0.81185 $913,330.44…arrow_forwardme roll ck d tch PgUp Pause Break Westc Question 7) Annuities & Loans-worth 15% of the grade The following formulas will be helpful for the problems below, or you may use TVM Solver in your calculator: For annuities: A = nt PMT ((1- ((1 + 7) ¹² − 1) r n For loans: PMT= P(7) [1 − (1 + 7)"] -nt the st month Mr. Garcia would like to use an annuity with an APR of 11% compounded monthly to reach his retirement goal of $225,000 in 20 years. How much would he need to deposit monthly into this account to reach this goal? Suppose that you decide to borrow $30,000 for a new car. To finance the purchase, you will make regular monthly payments for five years. The loan has a 9% interest rate. What will your monthly payment be? Westchester Community College 5% of the gra the problems with an How m =&= no toom 000 for a years. Th >arrow_forwardThe highest current CMHC premium is a. 4.00%. b. 4.50%. c. 5.50%. d. 5.00%.arrow_forward
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