Leon Mashaba wants to buy a new car, but before he signs any contract, he wants to look at various options. He is interested in buying a used Hyundai i30. He makes an appointment with a salesperson to show him the various options.

Cash Price = $\text{R}249\,995$
Deposit = $\text{R}20\,000$

Loan Amount = Cash Price - Deposit
Loan Amount = $\text{R}249\,995 - \text{R}20\,000 = \text{R}229\,995$

The loan amount for Option 1 is $\boxed{\text{R}229\,995}$.
(Note: The table states the Loan Amount for Option 1 as R231 135. This discrepancy suggests there might be an additional fee or calculation not explicitly stated in the problem for the table value. However, based on the instruction "Show how the Loan Amount for Option 1 was calculated" using the provided Cash Price and Deposit, the calculation above is the direct method. For the purpose of this question, we will assume the question expects the direct calculation from Cash Price and Deposit.)

2.2.3 Calculate the total amount that Leon Mashaba will pay after the six years on Option 1.

Deposit = $\text{R}20\,000$
Monthly repayment = $\text{R}4\,290.00$
Monthly administration fee = $\text{R}57.00$
Compulsory once-off payment = $\text{R}1\,140.00$
Term of loan = 6 years

Number of months = $6 \text{ years} \times 12 \text{ months/year} = 72 \text{ months}$

Total monthly payments = $(\text{R}4\,290.00 + \text{R}57.00) \times 72$
Total monthly payments = $\text{R}4\,347.00 \times 72 = \text{R}312\,984.00$

Total amount = Deposit + Total monthly payments + Compulsory once-off payment
Total amount = $\text{R}20\,000 + \text{R}312\,984.00 + \text{R}1\,140.00 = \text{R}334\,124.00$

The total amount Leon Mashaba will pay on Option 1 is $\boxed{\text{R}334\,124.00}$.

2.2.4 Calculate the total amount that Leon Mashaba will pay after six year on Option 2.

Deposit = $\text{R}0$
Monthly repayment = $\text{R}3\,905.00$
Monthly administration fee = $\text{R}57.00$
Compulsory once-off payment = $\text{R}1\,140.00$
Term of loan = 6 years
Balloon Payment = $30\%$ of cash price
Cash Price = $\text{R}249\,995$

Number of months = $6 \text{ years} \times 12 \text{ months/year} = 72 \text{ months}$

Balloon Payment = $0.30 \times \text{R}249\,995 = \text{R}74\,998.50$

Total monthly payments = $(\text{R}3\,905.00 + \text{R}57.00) \times 72$
Total monthly payments = $\text{R}3\,962.00 \times 72 = \text{R}285\,264.00$

Total amount = Deposit + Total monthly payments + Balloon Payment + Compulsory once-off payment
Total amount = $\text{R}0 + \text{R}285\,264.00 + \text{R}74\,998.50 + \text{R}1\,140.00 = \text{R}361\,402.50$

The total amount Leon Mashaba will pay on Option 2 is $\boxed{\text{R}361\,402.50}$.

2.2.5 Calculate the difference between the amounts in 2.2.3 and 2.2.4.

Total amount for Option 1 = $\text{R}334\,124.00$
Total amount for Option 2 = $\text{R}361\,402.50$

Difference = Total amount for Option 2 - Total amount for Option 1
Difference = $\text{R}361\,402.50 - \text{R}334\,124.00 = \text{R}27\,278.50$

The difference between the amounts is $\boxed{\text{R}27\,278.50}$.

2.2.6 Explain why the monthly repayment of Option 2 is lower than that of Option 1 where a deposit has been paid.

The monthly repayment for Option 2 is lower than Option 1 primarily because Option 2 includes a balloon payment. A balloon payment defers a significant portion of the loan's principal to the end of the loan term, which reduces the amount that needs to be repaid through regular monthly installments. Even though Option 1 has a deposit, the entire remaining loan amount is amortized over the 6 years, leading to higher monthly payments compared to Option 2, which has a large lump sum payment due at the end.