Answer :
To calculate the new balance on the account after considering all charges and payments, follow these steps:
1. Identify the values from the statement:
- Previous Balance: \[tex]$300.00 - Finance Charge: \$[/tex]25.00
- New Purchases: \[tex]$150.00 - Payments: \$[/tex]-200.00 (payments are represented as negative values)
- Credits: \[tex]$0.00 2. Understand the process: - The new balance is obtained by adding all positive charges (previous balance, finance charge, new purchases, and credits) and then subtracting the payments. 3. Calculate step-by-step: 1. Start with the previous balance and add the finance charge: \[ 300.00 + 25.00 = 325.00 \] 2. Add the new purchases: \[ 325.00 + 150.00 = 475.00 \] 3. Subtract the payments: \[ 475.00 - 200.00 = 275.00 \] 4. Add the credits (since the credits value is \$[/tex]0.00, it doesn't change the balance):
[tex]\[ 275.00 + 0.00 = 275.00 \][/tex]
4. Final Calculation:
- The new balance is \[tex]$275.00. So, the new balance on this account after all charges and payments are applied is \$[/tex]275.00.
1. Identify the values from the statement:
- Previous Balance: \[tex]$300.00 - Finance Charge: \$[/tex]25.00
- New Purchases: \[tex]$150.00 - Payments: \$[/tex]-200.00 (payments are represented as negative values)
- Credits: \[tex]$0.00 2. Understand the process: - The new balance is obtained by adding all positive charges (previous balance, finance charge, new purchases, and credits) and then subtracting the payments. 3. Calculate step-by-step: 1. Start with the previous balance and add the finance charge: \[ 300.00 + 25.00 = 325.00 \] 2. Add the new purchases: \[ 325.00 + 150.00 = 475.00 \] 3. Subtract the payments: \[ 475.00 - 200.00 = 275.00 \] 4. Add the credits (since the credits value is \$[/tex]0.00, it doesn't change the balance):
[tex]\[ 275.00 + 0.00 = 275.00 \][/tex]
4. Final Calculation:
- The new balance is \[tex]$275.00. So, the new balance on this account after all charges and payments are applied is \$[/tex]275.00.