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You borrow $ 540,000 to buy a house worth $600,000. The interest rate is 2.4 % pa compounding monthly and the fully amortising loan term

You borrow $540,000 to buy a house worth $600,000.

The interest rate is 2.4% pa compounding monthly and the fully amortising loan term is 30 years. A loan repayment schedule is shown below, with some parts missing in bold.

Loan Repayment Schedule

Interest rate of 2.4% pa paid monthly, 30 year term

Time

Total payment

Interest component

Principal component

Liability, just after payment

Month

$/month

$/month

$/month

$

0

540,000.00

1

2,105.68

(a)

(b)

?

2

2,105.68

1,077.95

1,027.73

537,946.58

3

2,105.68

1,075.89

1,029.79

536,916.79

4

2,105.68

1,073.83

1,031.85

535,884.94

5

2,105.68

1,071.77

1,033.91

534,851.03

6

2,105.68

1,069.70

1,035.98

533,815.05

7

2,105.68

1,067.63

1,038.05

532,776.99

8

2,105.68

1,065.55

1,040.13

531,736.86

356

2,105.68

20.93

2,084.75

8,380.79

357

2,105.68

16.76

2,088.92

6,291.87

358

2,105.68

12.58

2,093.10

4,198.77

359

2,105.68

8.40

2,097.29

2,101.48

360

2,105.68

(c)

(d)

(e)

Which of the below statements is NOT correct? All answer options are rounded to 2 decimal places as is the table above.

Select one:

a. The interest component at month 1 is $1,080.00.

b. The principal component at month 1 is $1,025.68.

c. The interest component at month 360 is $4.20.

d. The principal component at month 360 is $2,101.48.

e. The amount owing just after the payment at month 360 is $4.20.

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