What is the weekly payment on a $100,000, 3 year loan with a fixed rate of 4% compounded quarterly?
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3 | Since the cash flow is annual and the compounding is quarterly, therefore | ||||||||
4 | equivalent annual rate needs to be calculated as follows: | ||||||||
5 | |||||||||
6 | APR | 4.00% | |||||||
7 | m | 4 | (for quarterly compounding) | ||||||
8 | |||||||||
9 | Effective annual rate | =((1+APR/m)^m)-1 | |||||||
10 | 4.06% | =((1+D12/D13)^D13)-1 | |||||||
11 | |||||||||
12 | Hence effective annual rate is | 4.06% | |||||||
13 | |||||||||
14 | Calculation of Weekly Payment: | ||||||||
15 | |||||||||
16 | Weekly payment can be calculated using PMT(RATE,NPER,PV,FV,TYPE) function in Excel as follows: | ||||||||
17 | |||||||||
18 | Given the following data: | ||||||||
19 | Loan taken | $100,000 | |||||||
20 | Duration of mortgage | 3 | Years | ||||||
21 | Interest rate | 4.06% | |||||||
22 | |||||||||
23 | Weekly Payment can be calculated as below: | ||||||||
24 | RATE (Weekly interst rate): | 0.08% | =D21/52 | ||||||
25 | NPER (No of Weeks): | 156 | =D20*52 | ||||||
26 | PV (Loan Amount): | -$100,000 | =-D19 | ||||||
27 | FV | 0 | |||||||
28 | TYPE | 0 | |||||||
29 | weekly Payment | $681.11 | =PMT(D24,D25,D26,D27,D28) | ||||||
30 | |||||||||
31 | Hence Weekly Payment is | $681.11 | |||||||
32 |
What is the weekly payment on a $100,000, 3 year loan with a fixed rate of...
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