George is considering two different investment options. The first option offers 7.4% per year simple interest on the initial deposit. The second option offers a 6.5% interest rate but is compounded quartely. He may not withdraw any of the money for three years after the intial deposit. Once the minimum 3 years is reached, he can choose to withdraw his money or continue to collect interest. Suppose that George opens one of each type of account and deposits $10,000 into each.
Answers
upto 4 years Simple interest option is better but after that Compound interest option is better
Step-by-step explanation:
Simple interest = P * R * T /100
P = $ 10,000
R = 7.4 %
T ≥ 3
Compound interest = P(1 + R/100)ⁿ - P
P = $ 10,000
R = 6.5/4 % ( Quarterly)
T ≥ 12 12 quarters
Time Simple interest Compound interest
3 Years (12 Quarters) '
Time Simple Interest Compound interest
3 Years 12 Quarters 2220 2134
3.25 Years 13 Quarters 2405 2331
3.5 Years 14 Quarters 2590 2532
3.75 Years 15 Quarters 2775 2735
4 Years 16 Quarters 2960 2942
4.25 Years 17 Quarters 3145 3153
4.5 Year 18 Quarters 3330 3366
upto 4 years Simple interest option is better but after that Compound interest option is better
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upto 4 years Simple interest option is better but after that Compound interest option is better
Step-by-step explanation:
Simple interest = P * R * T /100
P = $ 10,000
R = 7.4 %
T ≥ 3
Compound interest = P(1 + R/100)ⁿ - P
P = $ 10,000
R = 6.5/4 % ( Quarterly)
T ≥ 12 12 quarters
Time Simple interest Compound interest
3 Years (12 Quarters) '
Time Simple Interest Compound interest
3 Years 12 Quarters 2220 2134
3.25 Years 13 Quarters 2405 2331
3.5 Years 14 Quarters 2590 2532
3.75 Years 15 Quarters 2775 2735
4 Years 16 Quarters 2960 2942
4.25 Years 17 Quarters 3145 3153
4.5 Year 18 Quarters 3330 3366
upto 4 years Simple interest option is better but after that Compound interest option is better