QUESTION IMAGE
Question
the table shows five transactions and the resulting account balance in a bank account, except some numbers are missing. complete the table.
| transaction amount | account balance | |
|---|---|---|
| transaction 2 | -147 | 53 |
| transaction 3 | 90 | boxed{} |
| transaction 4 | -229 | boxed{} |
| transaction 5 | boxed{} | 0 |
Step1: Calculate Balance after Transaction 3
The account balance after Transaction 2 is 53. For Transaction 3, we add the transaction amount (90) to the previous balance. So, $53 + 90 = 143$.
Step2: Calculate Balance after Transaction 4
The balance after Transaction 3 is 143. For Transaction 4, we add the transaction amount (-229) to the previous balance. So, $143 + (-229) = 143 - 229 = -86$.
Step3: Calculate Transaction Amount for Transaction 5
The balance after Transaction 4 is -86, and the final balance is 0. Let the transaction amount be \( x \). Then, $-86 + x = 0$. Solving for \( x \), we get \( x = 86 \).
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- Transaction 3 Account Balance: 143
- Transaction 4 Account Balance: -86
- Transaction 5 Transaction Amount: 86
Filling the table:
| Transaction Amount | Account Balance | |
|---|---|---|
| Transaction 2 | -147 | 53 |
| Transaction 3 | 90 | 143 |
| Transaction 4 | -229 | -86 |
| Transaction 5 | 86 | 0 |