Periodic Interest Charge on Purchases Sample Clauses

Periodic Interest Charge on Purchases. A periodic interest charge (finance charge) will be imposed on each Purchase from the date the Purchase is posted to your account until the date it is paid in full, with the following exceptions: You may avoid periodic interest charges on Purchases during any billing period if: (1) the opening balance on Purchases for that billing period was zero (0); or (2) the total of payments and credits posted during the billing period equals or exceeds the opening balance for that billing period. We figure the Periodic Interest Charge on Purchases by applying the periodic rate to the “average daily balance” of your Purchases Account (including current transactions). To get the “average daily balance” we take the beginning balance of your Purchases Account each day, add any new Purchases and subtract any payments or credits applied to Purchases that day, unpaid periodic interest charges and other fees and charges. This gives us the daily balance. Then, we add up all the daily balances for the billing period and divide the total by the number of days in the billing period. This gives us the “average daily balance” which is shown on your statement as the Balance Subject to Interest Rate for Purchases. Finally, we multiply the average daily balance by the daily periodic rate and the number of days in the billing period. The daily periodic rate and corresponding annual percentage rate may vary (increase or decrease) quarterly based upon the movement in the highest prime rate as published by the Wall Street Journal on March 15th, June 15th, September 15th, and December 15th of each year (“index date”). If the Wall Street Journal is not published on any of these dates, the index will be the highest prime rate published on the first publication date immediately following the index date. To obtain the annual percentage rate we add 8.40% to the published index. To obtain the daily periodic rate we divide the annual percentage rate by 365. A change in the daily periodic rate and corresponding annual percentage rate resulting from a change in the index on the index dates stated above will be effective as of the beginning of your billing period in the May, August, November or February next following the index date. If the annual percentage rate increases, you will pay a higher interest charge and may pay a higher minimum payment. The daily periodic rate and corresponding annual percentage rate in effect within 30 days of the date this Agreement was sent to you are disclosed in the...
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Periodic Interest Charge on Purchases. A periodic interest charge (finance charge) will be imposed on each Purchase from the date the Purchase is posted to your account until the date it is paid in full, with the following exceptions: You may avoid periodic interest charges on Purchases during any billing period if: (1) the opening balance on Purchases for that billing period was zero (0); or
Periodic Interest Charge on Purchases. A periodic interest charge (finance charge) will be imposed on each Purchase from the date the Purchase is posted to your account until the date it is paid in full, with the following exceptions: You may avoid periodic interest charges on Purchases during any billing period if: (1) the opening balance on Purchases during any billing period was zero (0); or (2) the total of payments and credits posted during the billing period equals or exceeds the opening balance for that billing period. We figure the Periodic Interest Charge on Purchases by applying the periodic rate to the “average daily balance” of your Purchases Account (including current transactions). To get the “average daily balance” we take the beginning balance of your Purchases Account each day, add any new Purchases and subtract any payments or credits applied to Purchases that day, unpaid periodic interest charges and other fees and charges. This gives us the daily balance. Then, we add up all the daily balances for the billing period and divide the total by the number of days in the billing period. This gives us the “average daily balance” which is shown on your statement as the Balance Subject to Interest Rate for Purchases. Finally, we multiply the average daily balance by the daily periodic rate of .03260% (corresponding Annual Percentage Rate of 11.90%) and the number of days in the billing period.

Related to Periodic Interest Charge on Purchases

  • Minimum Interest Charge If the interest charge for all balances on your Credit Card account is less than $1.00, we will charge you the Minimum Interest Charge shown on page 1. This charge is in lieu of any interest charge.

  • Interest Charges You agree to pay interest at the rate(s) disclosed to you at the time you open your account and as may be changed from time to time in accordance with applicable law. Average Daily Balance including new transactions: Interest Charges will accrue on your average daily balance outstanding during the month. To get the average daily balance, we take the beginning balance each day, add any new purchases, cash advances, balance transfers or other advances, and subtract any payments, unpaid interest charges, and unpaid late charges. This gives us the daily balance. Then, we add up all the daily balances for the billing cycle and divide that by the number of days in the billing cycle. We then multiply that by the periodic rate corresponding to the Annual Percentage Rate on your account. If you have different rates for purchases, cash advances or balance transfers, separate average daily balances for each will be calculated and the appropriate periodic rate is then applied to each.

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  • Average Contribution Amount For purposes of this Agreement, to ensure that all employees enrolled in health insurance through the City’s HSS are making premium contributions under the Percentage-Based Contribution Model, and therefore have a stake in controlling the long term growth in health insurance costs, it is agreed that, to the extent the City's health insurance premium contribution under the Percentage-Based Contribution Model is less than the “average contribution,” as established under Charter section A8.428(b), then, in addition to the City’s contribution, payments toward the balance of the health insurance premium under the Percentage-Based Contribution Model shall be deemed to apply to the annual “average contribution.” The parties intend that the City’s contribution toward employee health insurance premiums will not exceed the amount established under the Percentage-Based Contribution Model.

  • Allocation of Senior Reduction Amount to the Reference Tranches On each Payment Date prior to the Termination Date, after allocation of the Tranche Write-down Amount or Tranche Write-up Amount, if any, for such Payment Date as described above, the Senior Reduction Amount will be allocated to reduce the Class Notional Amount of each Class of Reference Tranche in the following order of priority, in each case until its Class Notional Amount is reduced to zero:

  • Calculation of Liquidation Amount Upon the occurrence of a Liquidation Date:

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  • Allocation of Tranche Write-down Amounts to the Reference Tranches On each Payment Date on or prior to the Termination Date, the amount, if any, of the Tranche Write- down Amount for that Payment Date will be allocated, first, to reduce any Overcollateralization Amount for such Payment Date, until such Overcollateralization Amount is reduced to zero, and, second, to reduce the Class Notional Amount of each Class of Reference Tranche in the following order of priority, in each case until its Class Notional Amount is reduced to zero:

  • Allocation of Subordinate Reduction Amount to the Reference Tranches On each Payment Date prior to the Termination Date, after allocation of the Senior Reduction Amount and the Tranche Write-down Amount or Tranche Write-up Amount, if any, for such Payment Date as described above, the Subordinate Reduction Amount will be allocated to reduce the Class Notional Amount of each Class of Reference Tranche in the following order of priority, in each case until its Class Notional Amount is reduced to zero:

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