Answer:
the present value of the note payable:
PV = payment x {1 - [1 / (1 + r)ⁿ]} / r
payment = $6,000
r = 16% / 4 = 4%
n = 4
PV = $6,000 x {1 - [1 / (1 + 0.04)⁴]} / 0.04 = $21,779.37 ≈ $21,779
October 30, 2019, machinery purchased
Dr Machinery 21,779
Dr Discount on notes payable 2,221
Cr Notes payable 24,000
Using the straight amortization method, the interest expense will be $555.25 per payment.
December 31, 2019, accrued interest on notes payable
Dr Interest expense 370
Cr Interest payable 370
January 31, 2020
Dr Interest payable 370
Dr Interest expense 185.25
Dr Note payable 6,000
Cr Discount on notes payable 555.25
Cr Cash 6,000
April 30, 2020
Dr Interest expense 555.25
Dr Note payable 6,000
Cr Discount on notes payable 555.25
Cr Cash 6,000
July 31, 2020
Dr Interest expense 555.25
Dr Note payable 6,000
Cr Discount on notes payable 555.25
Cr Cash 6,000
October 31, 2020
Dr Interest expense 555.25
Dr Note payable 6,000
Cr Discount on notes payable 555.25
Cr Cash 6,000
On the December 31, 2019 balance sheet, the accounts should show:
Assets:
Machinery $21,779
Liabilities:
Note payable 24,000
Discount on notes payable ($2,221)
Interest payable $370
Retained earnings ($370)