Kyra borrowed $9,500 for 3 ½ years from a family member to
finance her small business. The loan carries interest at 6%
compounded quarterly for the first 1 ½ years, increasing to 8%
compounded quarterly for the subsequent 2 years. What amount will
be required to fully repay the debt if no payments were made before
the expiry of the 3 ½ year term? (Do not round intermediate
calculations. Round your final answer to 2 decimal
places.)
First 1.5 Years | Total Qtr's | ||||
Opening Balance(A) | Interest Rate (6%) (B) | Total (C=A*B) | 42 | ||
Qtr -1 | 9500 | 570 | 10070 | ||
Qtr -2 | 10070 | 604 | 10674 | ||
Qtr-3 | 10674 | 640 | 11315 | ||
Qtr-4 | 11315 | 679 | 11994 | ||
Qtr-5 | 11994 | 720 | 12713 | ||
Qtr-6 | 12713 | 763 | 13476 | ||
First 2 Years | |||||
Opening Balance(A) | Interest Rate (8%) (B) | Total (C=A*B) | |||
Qtr-7 | 13476 | 1078 | 14554 | ||
Qtr-8 | 14554 | 1164 | 15718 | ||
Qtr-9 | 15718 | 1257 | 16976 | ||
Qtr-10 | 16976 | 1358 | 18334 | ||
Qtr-11 | 18334 | 1467 | 19801 | ||
Qtr-12 | 19801 | 1584 | 21385 | ||
Qtr-13 | 21385 | 1711 | 23095 | ||
Qtr-14 | 23095 | 1848 | 24943 | ||
Final Ans | 24943 |
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