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Solution
FV = PV (1 + r)^n
Where,
Maturity value (FV) = $232
Present value (PV) = $200
Time (n) = 31.050718 = (1 + i)
Let’s put all the values in the formula to solve for interest rate (i)
232 = 200 (1 + i) ^3
232/ 200 = (1 + i) ^3
1.16 = (1 + i) ^3
31.16 = (1 + i) {Taking 3th root of 1.16}
1.050718 = (1 + i)
i = 1.050718 - 1
i = 0.05072
So interest rate is 0.0507 or 5.07%
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Let\'s put all the values in the formula to solve for interest rate (i)
847 = 320 (1 + i) ^17
847/ 320 = (1 + i) ^17
2.6469 = (1 + i) ^17
172.6469 = (1 + i) {Taking 17th root of 2.6469}
1.058929 = (1 + i)
i = 1.058929 - 1
i = 0.05893
So interest rate is 0.0589 or 5.89%
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Let\'s put all the values in the formula to solve for interest rate (i)
143410 = 35000 (1 + i) ^18
143410/ 35000 = (1 + i) ^18
4.0974 = (1 + i) ^18
184.0974 = (1 + i) {Taking 18th root of 4.0974}
1.081504 = (1 + i)
i = 1.081504 - 1
i = 0.0815
So interest rate is 0.0815 or 8.15%
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Let\'s put all the values in the formula to solve for interest rate (i)
261665 = 34261 (1 + i) ^20
261665/ 34261 = (1 + i) ^20
7.6374 = (1 + i) ^20
207.6374 = (1 + i) {Taking 20th root of 7.6374}
1.106999 = (1 + i)
i = 1.106999 - 1
i = 0.107
So interest rate is 0.107 or 10.7%
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Hope that helps.
Feel free to comment if you need further assistance J

