Question
On Monday, Elsbeth’s bank account balance was -$16.75. On Tuesday, she deposited a check for $5.72. On Thursday, she deposited $16.75. What is her new balance?
-16.75 + (5.72 + 16.75)
Use the commutative property to get:
-16.75 + (16.75 + 5.72)
Use the associative property to get:
(-16.75 + 16.75) + 5.72
On Friday, Elsbeth deposited her pay check for $872.56. What was the account’s final total?
-$866.84
$878.28
$895.03
$903.10
-16.75 + (5.72 + 16.75)
Use the commutative property to get:
-16.75 + (16.75 + 5.72)
Use the associative property to get:
(-16.75 + 16.75) + 5.72
On Friday, Elsbeth deposited her pay check for $872.56. What was the account’s final total?
-$866.84
$878.28
$895.03
$903.10
Answers
GPT-4o mini
Let's first calculate Elsbeth’s account balance step by step, starting from Monday.
1. Initial balance on Monday:
\[
-16.75
\]
2. On Tuesday, Elsbeth deposited $5.72:
\[
-16.75 + 5.72 = -11.03
\]
3. On Thursday, she deposited $16.75:
\[
-11.03 + 16.75 = 5.72
\]
Now her balance is $5.72 before the Friday deposit.
4. On Friday, Elsbeth deposited her paycheck of $872.56:
\[
5.72 + 872.56 = 878.28
\]
Thus, the account's final total balance on Friday is:
\[
\text{\$878.28}
\]
Therefore, the answer is:
**$878.28**.
1. Initial balance on Monday:
\[
-16.75
\]
2. On Tuesday, Elsbeth deposited $5.72:
\[
-16.75 + 5.72 = -11.03
\]
3. On Thursday, she deposited $16.75:
\[
-11.03 + 16.75 = 5.72
\]
Now her balance is $5.72 before the Friday deposit.
4. On Friday, Elsbeth deposited her paycheck of $872.56:
\[
5.72 + 872.56 = 878.28
\]
Thus, the account's final total balance on Friday is:
\[
\text{\$878.28}
\]
Therefore, the answer is:
**$878.28**.
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