The Houston Asterisks have a knack for cheating, and they have decided to pay the MLB umpires for the upcoming baseball season. The Asterisks are asking for favorable calls. The baseball season is 7 months long (April – October) and the umpires will receive a monthly payment of $10,000. They will put that money into their bank account at the beginning of the month with a monthly return rate of 15%. How much money is in the account at the end of the baseball season at the end of all 7 months?
We are having 10000 rs at the beginning of each month for a period of 7 months for investing @15% per month.
For solving this question, we will use compounding interest method.
We will create a table for solving this question:
Month | Initial principal | Monthly Payment | Amount Invested | Interest Rate | Amount at month end |
1 | 0 | 10000 | 10000 | .15 | 11500 [(1+.15)*10000] |
2 | 11500 | 10000 | 21500 | .15 | 24725 |
3 | 24725 | 10000 | 34725 | .15 | 39933.75 |
4 | 39933.75 | 10000 | 49933.75 | .15 | 57423.81 |
5 | 57423.81 | 10000 | 67423.81 | .15 | 77537.38 |
6 | 77537.38 | 10000 | 87537.38 | .15 | 100668 |
7 | 100668 | 10000 | 110668 | .15 | 127268.2 |
So the Amount at the end of 7 month will be 127268 .
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