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Calculate the missing values A and B

Mathematics

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here are the solutions:

Part 1.1

Use TABLE 1 above to write down the letter of the explanation or definition (A to H) of EACH of the following concepts

  • 1.1.1 Debit

    • The definition for Debit is "When someone or an organization takes money out of your account."
    • This matches letter C.
    • C\boxed{\text{C}}
  • 1.1.2 Break-even-point

    • The definition for Break-even-point is "The point at which the profit from the transactions is zero and the total sales are equal to the total costs is called the equilibrium point."
    • This matches letter D.
    • D\boxed{\text{D}}
  • 1.1.3 Elevation plan

    • The definition for Elevation plan is "Shows the design and dimension of the outside building from side view."
    • This matches letter A.
    • A\boxed{\text{A}}
  • 1.1.4 Deficit

    • The definition for Deficit is "A situation in finance where expenses exceed the money coming into a business."
    • This matches letter G.
    • G\boxed{\text{G}}

Part 1.2· 4 steps

1 Calculate the missing values A and B.

Calculate A:

  1. Identify the opening balance and the debit amount for the transaction on 09/12/26.

    Opening balance = R18 352.30\text{R}18\,352.30
    Cash withdrawal (Debit) = R650\text{R}650

  2. Subtract the debit amount from the opening balance to find A.

    A=R18 352.30−R650A = \text{R}18\,352.30 - \text{R}650 A=R17 702.30A = \text{R}17\,702.30

    The missing value A is R17 702.30\boxed{\text{R}17\,702.30}.

    Calculate B:

  3. Identify the balance before the deposit and the balance after the deposit for the transaction on 22/12/26.

    Balance before deposit (from 15/12/26) = R17 180.41\text{R}17\,180.41
    Balance after deposit (from 22/12/26) = R31 980.41\text{R}31\,980.41

  4. Subtract the balance before the deposit from the balance after the deposit to find B (the credit amount).

    B=R31 980.41−R17 180.41B = \text{R}31\,980.41 - \text{R}17\,180.41 B=R14 800.00B = \text{R}14\,800.00

    The missing value B is R14 800.00\boxed{\text{R}14\,800.00}.

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