The correct one is "Finance Charge: $4.87 and New Balance: $236.93."
How did we arrive at this assertion?
Let's calculate the finance charge using the average daily balance method:
Finance Charge = Average Daily Balance * Daily Periodic Rate * Number of Days
Finance Charge = $273.03 * 0.000575 * 31
Finance Charge ≈ $4.87
Now, to calculate the new balance, add the finance charge to the total of the previous balance, purchases, and fees, and then subtract the total payments:
![\[ \text{New Balance} = (\text{Previous Balance} + \text{Purchases} + \text{Fees}) - \text{Payments} \]](https://img.qammunity.org/2024/formulas/mathematics/college/wymvdi65i8t1urttrgchx3gmhnkqqyt1wq.png)
![\[ \text{New Balance} = ($89.27 + $159.34 + $108.45 + $25.00) - $150.00 + \text{Finance Charge} \]](https://img.qammunity.org/2024/formulas/mathematics/college/5wk4cowpt2kkko1lmri7hb9jbm7qocn14v.png)
![\[ \text{New Balance} = $382.06 - $150.00 + $4.87 \]](https://img.qammunity.org/2024/formulas/mathematics/college/om8xvwryo7d5bz4i2e9sa3jvse28sj05j7.png)
![\[ \text{New Balance} = $236.93\]](https://img.qammunity.org/2024/formulas/mathematics/college/cbasexvdz08nuji31r783u9n4u06ihrq7d.png)
So, the correct answer is:
• Finance Charge: $4.87 and New Balance: $236.93