Thomas has four credit cards, and he has ended up charging more than he could pay for. Now he carries a total of $9,000 balance on his credit cards that charges an average of 21.99% APR (daily compounding). He is now considering opening a new one that promises zero percent introductory interest rate for a year on balance transfers and then 23.99% APR thereafter. If he does, however, there will be a one-time fee of 4% of the transferred amount. Should he take advantage of the new card? Under what conditions should he do it?
THE ASSUMPTION HERE IS THAT NO PRINCIPAL IS BEING REPAID OVER THE COURSE OF THE FIRST TWO YEARS. ONLY INTEREST IS BEING PAID & THERE ARE NO OTHER FEES/CHARGES BEING LEVIED.
If Thomas doesn't do a balance transfer, then the interest he pays over two years is approximately:
[{9000 * (1+ 0.2199/365)^365*2}- 9000], which equals 4969.72. Hence, average monthly interest over the course of two years would equal 207.07
If Thomas does do a balance transfer, then he pays no interest in the first year.
However, in the second year, the interest he would pay would equal:
[{9000*(1.04) * (1 + 0.2399/365)^365} - 9000(1.04)], which equals 2536.76. Hence, average monthly interest over the course of two years would equal 105.69
Judging by the above, it is certainly advantageous to perform a balance transfer, but subject to the assumptions stated above.
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