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Analyze the provided bank statement and answer the following questions: 2.1.1 Define a credit transaction and give an example. 2.1.2 State the opening balance. 2.1.3 Calculate C and D. 2.1.4 Count the

Accounting

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Here are the answers to your questions:

2.1.1

  1. Define a credit transaction.

    A credit transaction is any transaction that increases the balance in a bank account. It represents money being deposited into the account.

  2. Provide an example from the statement.

    An example from the bank statement is Salary or Payment received from S.

    2.1.2

  3. Locate the opening balance.

    The opening balance is the first balance listed on the statement.
    The opening balance is R320.00\text{R}320.00.

    2.1.3

  4. Calculate the value of C.

    The balance before the "Debit order Car payment" was R6 763.35\text{R}6\,763.35.
    The balance after the "Debit order Car payment" was R5 669.35\text{R}5\,669.35.

    C=R6 763.35−R5 669.35C = \text{R}6\,763.35 - \text{R}5\,669.35 C=R1 094.00C = \text{R}1\,094.00
  5. Calculate the value of D.

    The balance before "Payment received from S" was R170.40\text{R}170.40.
    The "Payment received from S" was a credit of R650.00\text{R}650.00.

    D=R170.40+R650.00D = \text{R}170.40 + \text{R}650.00 D=R820.40D = \text{R}820.40

    The values are C=R1 094.00,D=R820.40\boxed{C = \text{R}1\,094.00, D = \text{R}820.40}.

    2.1.4

  6. Count the debit orders.

    The debit orders listed are:

    • Debit order home loan
    • Debit order fee
    • Debit order Car payment
    • Debit order fee
    • Debit order insurance
    • Debit order fee
    • Debit order medical aid
    • Debit order fee There are 8 debit orders. The number of debit orders is 8\boxed{8}.

    2.1.5
    Banks omit the last four digits of the account number for security reasons. This helps protect the client's account information from unauthorized access or fraud.

    2.1.6

  7. Identify all withdrawal fees.

    The withdrawal fees are:

    • R4.15\text{R}4.15 (01/04)
    • R5.75\text{R}5.75 (03/04)
    • R4.15\text{R}4.15 (10/05)
  8. Calculate the total withdrawal fees.

    Total withdrawal fees=R4.15+R5.75+R4.15\text{Total withdrawal fees} = \text{R}4.15 + \text{R}5.75 + \text{R}4.15 Total withdrawal fees=R14.05\text{Total withdrawal fees} = \text{R}14.05

    The total withdrawal fees are R14.05\boxed{\text{R}14.05}.

    2.1.7

  9. Identify the old and new medical aid amounts.

    Old medical aid amount (from statement): R1 888.60\text{R}1\,888.60
    New medical aid amount: R2 150.00\text{R}2\,150.00

  10. Calculate the percentage increase.

    %increase=new amount−old amountold amount×100%\% \text{increase} = \frac{\text{new amount} - \text{old amount}}{\text{old amount}} \times 100\% %increase=R2 150.00−R1 888.60R1 888.60×100%\% \text{increase} = \frac{\text{R}2\,150.00 - \text{R}1\,888.60}{\text{R}1\,888.60} \times 100\% %increase=R261.40R1 888.60×100%\% \text{increase} = \frac{\text{R}261.40}{\text{R}1\,888.60} \times 100\% %increase≈0.138409×100%\% \text{increase} \approx 0.138409 \times 100\% %increase≈13.8409%\% \text{increase} \approx 13.8409\%
  11. Round to a whole number.

    Rounding $13.84

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