Questions: B 0 c because theta reesed o conturningist V re is Al's credit card statement for the month of November. Date Transaction Transaction amount --------- November 1 Beginning balance 1300.25 November 14 Purchase 68.02 November 18 Purchase 540.90 November 24 Payment 350.00 (a) Use the credit card statement to help fill in the table below. Note that there are 30 days in November. Also, a purchase increases the unpaid balance, t decreases the unpaid balance Date Transaction Transaction amount Unpaid balance Number of day at that balance Unpaid x Number ------------------ November 1 Beginning balance 1300.25 1300.25 13 days (from No balance x of days November 14 Purchase 68.02 1368.27 days /from 16,903.25 November 18 Purchase 540.90 5 square 14 through November 17) 5 square November 24 Payment 350.00 4 square 7 days (from November 24 5 square Total: 30 days

B 0
c because
theta reesed
o conturningist
V re is Al's credit card statement for the month of November.

Date  Transaction  Transaction amount
---------
November 1  Beginning balance  1300.25
November 14  Purchase  68.02
November 18  Purchase  540.90
November 24  Payment  350.00

(a) Use the credit card statement to help fill in the table below. Note that there are 30 days in November. Also, a purchase increases the unpaid balance,
t decreases the unpaid balance

Date  Transaction  Transaction amount  Unpaid balance  Number of day at that balance  Unpaid x Number
------------------
November 1  Beginning balance  1300.25  1300.25  13 days (from No  balance x of days
November 14  Purchase  68.02  1368.27  days /from  16,903.25
November 18  Purchase  540.90  5 square  14 through November 17)  5 square
November 24  Payment  350.00  4 square  7 days (from November 24  5 square
Total: 30 days
Transcript text: B 0 c $\because$ $\theta$ reesed o conturningist $V$ re is Al's credit card statement for the month of November. \begin{tabular}{|l|l|r|} \hline \multicolumn{1}{|c|}{ Date } & \multicolumn{1}{|c|}{ Transaction } & \multicolumn{1}{|c|}{\begin{tabular}{|c|r|} \hline Transtiction \\ amount \end{tabular}} \\ \hline November 1 & Beginning balance & $\$ 1300.25$ \\ \hline November 14 & Purchase & $\$ 68.02$ \\ \hline November 18 & Purchase & $\$ 540.90$ \\ \hline November 24 & Payment & $\$ 350.00$ \\ \hline \end{tabular} (a) Use the credit card statement to help fill in the table below. Note that there are 30 days in November. Also, a purchase increases the unpaid balance, t decreases the unpald balance \begin{tabular}{|c|c|c|c|c|c|} \hline Dite & Tronstiction & Iranseation amount & Ungeres balance & Number of doy it that balance & Unpaid $x$ Number \\ \hline November 1 & Eeginning balance & \$1300.25 & \$1300.25 & 13 days (from No & balance $\times$ of days \\ \hline November 14 & Purchase & \$68.02 & \$1368.27 & davs /from & \$16,903.25 \\ \hline November 18 & Purchase & \$540.90 & $5 \square$ & 14 through November 17) & $5 \square$ \\ \hline November 24 & Payment & 5350.00 & $4]$ & 7 days (from November 24 & $5 \square$ \\ \hline \multicolumn{6}{|c|}{Total: 30 days} \\ \hline \end{tabular}
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Solution

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Use the credit card statement to fill in the table and calculate the total unpaid balance multiplied by the number of days.

Calculate the unpaid balance for each transaction.

  • November 1 to November 13: Unpaid balance = \$1300.25 (beginning balance).
  • November 14 to November 17: Unpaid balance = \$1300.25 + \$68.02 = \$1368.27.
  • November 18 to November 23: Unpaid balance = \$1368.27 + \$540.90 = \$1909.17.
  • November 24 to November 30: Unpaid balance = \$1909.17 - \$350.00 = \$1559.17.

Calculate the number of days for each unpaid balance.

  • November 1 to November 13: 13 days.
  • November 14 to November 17: 4 days.
  • November 18 to November 23: 6 days.
  • November 24 to November 30: 7 days.

Calculate the unpaid balance multiplied by the number of days for each period.

  • November 1 to November 13: \$1300.25 × 13 = \$16,903.25.
  • November 14 to November 17: \$1368.27 × 4 = \$5,473.08.
  • November 18 to November 23: \$1909.17 × 6 = \$11,455.02.
  • November 24 to November 30: \$1559.17 × 7 = \$10,914.19.

Calculate the total unpaid balance multiplied by the number of days.

Total = \$16,903.25 + \$5,473.08 + \$11,455.02 + \$10,914.19 = \$44,745.54.

The total unpaid balance multiplied by the number of days is \\(\boxed{\$44,745.54}\\).

The total unpaid balance multiplied by the number of days is \\(\boxed{\$44,745.54}\\).

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