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The solution outlines calculations for account balances, debits, and credits, likely related to a bank statement or personal finance tracking. The question is inferred to be about tracking and underst

Accounting

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3 parts
a

R14 520.00\text{R}14\,520.00

b

R13 320.00\text{R}13\,320.00

c

R11 585.72\text{R}11\,585.72

Step-by-step solution

6 steps

Part 1.1

The AUTOBANK cash withdrawal on 01 December was made at 13:42.

Part 1.2

Part a

R14 520.00\text{R}14\,520.00

Calculate H

  1. The balance on 31 October was R4 520.00.

    On 01 November, there was a credit transfer of R10 000.00.

    H=R4 520.00+R10 000.00H = \text{R}4\,520.00 + \text{R}10\,000.00
  2. Add the amounts.

    H=R14 520.00H = \text{R}14\,520.00

    The value of H is R14 520.00\boxed{\text{R}14\,520.00}.

Part b

R13 320.00\text{R}13\,320.00

Calculate K

  1. The balance before the 10 November debit was H, which is R14 520.00.

    On 10 November, there was a debit of R1 200.00.

    K=R14 520.00−R1 200.00K = \text{R}14\,520.00 - \text{R}1\,200.00
  2. Subtract the debit amount.

    K=R13 320.00K = \text{R}13\,320.00

    The value of K is R13 320.00\boxed{\text{R}13\,320.00}.

Part c

R11 585.72\text{R}11\,585.72

Calculate N

  1. The balance before the 15 November debit was R13 085.72.

    On 15 November, there was a debit of R1 500.00.

    N=R13 085.72−R1 500.00N = \text{R}13\,085.72 - \text{R}1\,500.00
  2. Subtract the debit amount.

    N=R11 585.72N = \text{R}11\,585.72

    The value of N is R11 585.72\boxed{\text{R}11\,585.72}.

Part 1.3

To debit an account by R1 200 means that R1 200 is taken out of the account, causing the account balance to decrease by that amount.

Part 1.4

To credit an account by R10 000 means that R10 000 is added to the account, causing the account balance to increase by that amount.

Part 1.5

Banks often allow debit purchases to be free to encourage customers to use their debit cards more frequently instead of cash. This increases transaction volume, which can generate revenue for the bank through interchange fees paid by merchants, and reduces the costs associated with handling physical cash.

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