Let's walk through the transactions step by step to determine Omar's bank balance.
1. Initial Balance: Omar starts with an initial balance of \[tex]$219.80.
2. Pharmacy Debit (on 9/15):
- Amount debited: \$[/tex]15.20.
- New balance: \[tex]$219.80 - \$[/tex]15.20 = \[tex]$204.60.
3. Paycheck Credit (on 9/16):
- Amount credited: \$[/tex]1,015.50.
- New balance: \[tex]$204.60 + \$[/tex]1,015.50 = \[tex]$1,220.10.
4. Rent Debit (on 9/18):
- Amount debited: \$[/tex]425.00.
- New balance: \[tex]$1,220.10 - \$[/tex]425.00 = \[tex]$795.10.
5. Dinner Debit (on 9/18):
- Amount debited: \$[/tex]22.30.
- New balance: \[tex]$795.10 - \$[/tex]22.30 = \[tex]$772.80.
6. Movie Tickets Debit (on 9/18):
- Amount debited: \$[/tex]26.75.
- New balance: \[tex]$772.80 - \$[/tex]26.75 = \[tex]$746.05.
After processing all the transactions listed in the table, Omar's final bank balance is \$[/tex]746.05. Therefore, none of the given options (\[tex]$761.25, \$[/tex]810.30, \[tex]$814.75, \$[/tex]1,186.25) match the computed final bank balance.
Thus, `\[tex]$746.05` should be the correct bank balance based on the transactions provided.
Let's cross-verify each of the balances from the steps:
- After the pharmacy transaction: \$[/tex]204.60
- After the paycheck: \[tex]$1,220.10
- After the rent: \$[/tex]795.10 (rounded to 795.0999999999999)
- After the dinner: \[tex]$772.80
- After the movie tickets: \$[/tex]746.05
Everything checks out, confirming that the final balance is indeed \$746.05.
