2025 NASS PRELIMS P2 Q9

2025 NASS PRELIMS P2 Q9

Secondary 4
12 marks

Mr Sim, a 43-year-old Singaporean, wants to buy a private condominium costing $1.3 million. He owns no property. He has $100 000 in cash, $350 000 in CPF and a foreign fixed deposit worth USD 54 000 at maturity. His monthly car instalment is $500.

EarningsAmountDeductionsAmount
Basic salary\(\$9880.00\)Employee CPF\(\$1480.00\)
Community Chest donation\(\$10.00\)
CDAC donation\(\$5.00\)
Employer CPF\(\$1258.00\)Employee CPF\(\$1480.00\)

Net pay is basic salary excluding employee CPF and donations.

  1. Find Mr Sim’s net pay.[1]
  2. The chart and table show USD–SGD exchange rates from April to May 2025. Estimate the SGD value of the fixed deposit when it matures in June. Justify your estimate.[2]
    Reference dateExchange rate
    Lowest rate on \(26\text{ May}\)\(1\text{ USD}=1.280108\text{ SGD}\)
    Highest rate on \(1\text{ May}\)\(1\text{ USD}=1.31154\text{ SGD}\)
  3. The payment schedule and buyer stamp-duty rates are shown below. Determine the total amount that must be paid in cash for the $1.3 million condominium.[3]
    Fee payablePercentage of condominium priceSource of funds
    Booking fee\(5\%\)Cash
    Signing the purchase agreement\(15\%\)CPF
    Buyer stamp dutyRefer belowCash
    Valuation report—\(\$500\) cash
    Legal fees—\(\$3000\) cash
    First construction payment\(5\%\)Cash / CPF
    Second payment before completion\(25\%\)Cash / CPF / bank loan
    Balance on completion\(50\%\)Bank loan
    Property-value tierBuyer stamp-duty rate
    First \(\$180\,000\)\(1\%\)
    Next \(\$180\,000\)\(2\%\)
    Next \(\$640\,000\)\(3\%\)
    Next \(\$500\,000\)\(4\%\)
    Next \(\$1\,500\,000\)\(5\%\)
    Remaining amount\(6\%\)
  4. Mr Sim will deplete CPF and cash before borrowing for all payments. A bank loan is limited to 75% of property value, and no more than 55% of basic salary may service the car and housing loans. Assuming simple interest at 3.30% per annum over 20 years, determine whether he can secure the loan. Justify your answer clearly.[6]

Solution:

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Answer:(a) \(\$8385\) (b) approximately \(\$69120\) (c) \(\$105100\) (d) No; the monthly debt-servicing limit is exceeded

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