Using the unpaid balance method, find the current month's finance charge on a credit card account having the following transactions. Last month's balance: $615 Last payment: $80 Annual Interest rate: 21% Purchases: $484 Returns: $545 The finance charge is $___ (Round to the nearest cent.)

Calculate the missing information on the revolving credit account. Interest is calculated on the unpaid or previous month's balance. (Round dollars to the nearest cent.) Monthly Annual Finance Purchases Payments and New Previous Periodic Percentage Rate (APR) Charge (in $) and Cash Balance Balance Rate Advances Credits (in $) (as a %) $1,027.61 % 1% $322.20 $400.00

Use the unpaid balance method to find the finance charge on the credit card account. Last month's balance, the payment, annual interest rate, and any other transactions are given below. last month's balance $530 payment $320 interest rate 17.8%bought dog $190 bought pet supplies $90 paid vet bill $70 what is the finance charge

Using the daily balance method of calculating interest, how much interest will you owe on a $500 credit card bill that is 3 weeks overdue at interest rate at 20%?

The credit card with the transactions described in the popup below uses the average daily balance method to calculate interest. The monthly interest rate is 1.2% of the average daily balance. a. Find the average daily balance for the billing period. Round to the nearest cent The average daily balance for the billing period is $__

Calculate the missing information on the revolving credit account. Interest is calculated on the unpaid or previous month's balance. PreviousBalance AnnualPercentageRate (APR) MonthlyPeriodicRate(as a %) FinanceCharge(in $) Purchasesand CashAdvances PaymentsandCredits NewBalance(in $) $1,026.61   1.75%   $322.20 $300.00   Step 1 In the credit account statement below, the values of the annual percentage rate (APR), finance charge, and the new balance must be calculated. PreviousBalance AnnualPercentageRate (APR) MonthlyPeriodicRate(as a %) FinanceCharge(in $) Purchasesand CashAdvances PaymentsandCredits NewBalance(in $) $1,026.61   1.75%   $322.20 $300.00   Recall that the annual percentage rate (APR) is tied to the monthly periodic rate by the following formula. monthly periodic rate =  APR 12 By solving this equation for the APR, the known value for the monthly periodic rate can be substituted to calculate the APR. APR = monthly periodic rate ✕ 12 The…

Calculate the missing information on the revolving credit account. Interest is calculated on the unpaid or previous month's balance. (Round dollars to the nearest cent.) Monthly Periodic Annual Finance Purchases Payments New Previous Charge and Cash and Balance Percentage Rate (APR) Balance Rate (in $) Advances Credits (in $) (as a %) $1,029.61 % 1.25% $ $322.20 $200.00 $

Calculate the missing information on the revolving credit account. Interest is calculated on the unpaid or previous month's balance. (Round dollars to the nearest cent.) Monthly Purchases Payments and New Balance Annual Finance Previous Periodic Percentage Rate (APR) Charge (in $) and Cash Rate (as a %) Balance Advances Credits (in $) $1,023.61 1.25% $322.20 $400.00 24

Calculate the missing information on the revolving credit account. Interest is calculated on the unpaid or previous month's balance. PreviousBalance AnnualPercentageRate (APR) MonthlyPeriodicRate(as a %) FinanceCharge(in $) Purchasesand CashAdvances PaymentsandCredits NewBalance(in $) $45.00 12% % $ $176.20 $55.00 $

Calculate the average daily balance (in $) for October for a revolving credit account with a previous month's balance of $120 and the following activity. (Round your answer to the nearest cent.) Date Activity Amount October 3 Cash advance $50.00 October 7 Payment $75.00 October 10 Purchase $26.59 October 16 Credit $10.00 October 25 Purchase $121.60 average daily balance = $