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Mr Warren Heyns received his Titanium credit card statement for his account at Standard Bank, dated 9 September 2023 - NSC Mathematical Literacy - Question 2 - 2024 - Paper 1

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Mr Warren Heyns received his Titanium credit card statement for his account at Standard Bank, dated 9 September 2023. ANNEXURE A shows an adapted statement of Mr Wa... show full transcript

Worked Solution & Example Answer:Mr Warren Heyns received his Titanium credit card statement for his account at Standard Bank, dated 9 September 2023 - NSC Mathematical Literacy - Question 2 - 2024 - Paper 1

Step 1

Write down the amount paid to Standard Bank by Heyns during September 2023.

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Answer

The amount paid to Standard Bank by Mr. Heyns during September 2023 is R2 000,00.

Step 2

Give ONE valid reason why some numbers have been omitted from the account number.

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Answer

One valid reason for omitting some numbers from the account number could be for security reasons to protect personal information.

Step 3

Show, by means of calculations, how the amount of R8 323,78 for available money to spend was determined.

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Answer

To determine the available money to spend, we start with an initial balance:

Available Money = Initial Balance - Outstanding Transactions

Assuming the initial balance is R20 000,00 and the total outstanding authorisations amount to R11 676,22:

Available Money = R20 000,00 - R11 676,22 = R8 323,78.

Step 4

Calculate the price per litre of petrol on that particular day.

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Answer

The amount paid to Caltex was R1 376,15 for 54,1365 litres. The price per litre is calculated as follows:

Price per Litre = Total Amount Paid / Litres Purchased

Price per Litre = R1 376,15 / 54,1365 = R25,42.

Step 5

If a 17,5% discount was given on the price paid, calculate the original price of the Rovic RV2 golf push cart.

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Answer

Let the original price be represented as P. The discounted price is given by:

Discounted Price = P - (17.5% of P)

discounted Price = P × (1 - 0.175)

Let the discounted price be R3 999,99. We can express it as:

P × 0.825 = R3 999,99

Solving for P gives:

P = R3 999,99 / 0.825 = R4 848,4848, approximately R4 848,48.

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