Question
inequalities liz needs to keep no less than 500 in her checking account to avoid fees. she had 524.75 before writting a check for 65.99 how much does she need to deposit into her account to avoid a fee
Answers
GPT-4o mini
To determine how much Liz needs to deposit to avoid a fee, we can start by calculating her balance after writing the check.
1. **Current balance**: $524.75
2. **Amount of the check**: $65.99
Now, let's subtract the amount of the check from her current balance:
\[
\text{New balance} = 524.75 - 65.99
\]
Calculating that:
\[
\text{New balance} = 524.75 - 65.99 = 458.76
\]
Now we know her new balance is $458.76. We know Liz needs a minimum of $500 in her account to avoid fees.
Next, we find out how much she needs to deposit to reach the minimum balance:
\[
\text{Amount needed to reach } 500 = 500 - 458.76
\]
Calculating that:
\[
\text{Amount needed} = 500 - 458.76 = 41.24
\]
Therefore, Liz needs to deposit **$41.24** into her account to avoid the fee.
1. **Current balance**: $524.75
2. **Amount of the check**: $65.99
Now, let's subtract the amount of the check from her current balance:
\[
\text{New balance} = 524.75 - 65.99
\]
Calculating that:
\[
\text{New balance} = 524.75 - 65.99 = 458.76
\]
Now we know her new balance is $458.76. We know Liz needs a minimum of $500 in her account to avoid fees.
Next, we find out how much she needs to deposit to reach the minimum balance:
\[
\text{Amount needed to reach } 500 = 500 - 458.76
\]
Calculating that:
\[
\text{Amount needed} = 500 - 458.76 = 41.24
\]
Therefore, Liz needs to deposit **$41.24** into her account to avoid the fee.