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Minimum Payment Time Multiple Loans Different Interest Rates
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I have a student loan that is spread out into 8 groups all with different balances and different interest rates. I am trying to optimize which groups I should pay off first, second, third, etc. I will most likely increase my monthly payment, but let's assume I pay $336 towards the student loan each month until all of the group balances are $0. In what order should I pay off the group of loans to have them all paid off in the shortest amount of time?
A: Balance = $2,834.49 Interest Rate = 3.40%
B: Balance = $3,670.39 Interest Rate = 3.86%
C: Balance = $1,843.01 Interest Rate = 3.86%
D: Balance = $2,412.14 Interest Rate = 4.66%
E: Balance = $1,223.97 Interest Rate = 4.66%
F: Balance = $4,419.49 Interest Rate = 4.29%
G: Balance = $1,746.78 Interest Rate = 4.29%
H: Balance = $3,996.05 Interest Rate = 3.76%
If I choose to just pay towards the overall balance, the loan company automatically pays the balance down in the following order: E, D, G, F, C, B, H, A
A: Balance = $2,834.49 Interest Rate = 3.40%
B: Balance = $3,670.39 Interest Rate = 3.86%
C: Balance = $1,843.01 Interest Rate = 3.86%
D: Balance = $2,412.14 Interest Rate = 4.66%
E: Balance = $1,223.97 Interest Rate = 4.66%
F: Balance = $4,419.49 Interest Rate = 4.29%
G: Balance = $1,746.78 Interest Rate = 4.29%
H: Balance = $3,996.05 Interest Rate = 3.76%
If I choose to just pay towards the overall balance, the loan company automatically pays the balance down in the following order: E, D, G, F, C, B, H, A
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For more on marking an answer as the "Best Answer", please visit our FAQ.The interest rates are not very different so without going into a complicated calculation I would pay down the largest outstanding amount until it got down to the next largest then split the payment equally until they got down to the 3rd largest & so on until they are all at the level of the smallest. Then pay the 8 off equally.
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