14-2 1. How interest expense is calculated?
2.
14-2 (2) 1. What you accrue at Dec. 31?
14-2 Reporting on the B/S at Dec 31
Mortgage note payable, due xxx (carrying amount + (!) what was added as the discount accrual)
Instalment note:
Interest payable (Interest expense accrued because you don’t accrue the discount or the premium for the difference)
Instalment note payable, current portion (the CURRENT portion = the whole discount/premium for that period)
Instalment note payable (carrying amount - the current portion)
14-5
3.
-Add up the discount as you have to increase the value to maturity date
OR
-Subtract the premium as you have to decrease the original price paid to maturity date
A7-18
cr. Cash (the blended payment)
Calculation of PV - check figures:
FV = 1000
N = 8
PMT = 60 (6% coupon/stated rate)
Y/I = 7% (market rate = yield)
940.29
A12-12 How are gross method and net method different?
Net method:
14-3
Interest expense/Carrying amount = market rate
14-6 -bond repurchases between interest dates:
Calculating carrying amount when you repurchase/extinguish a bond
AMORTIZE THE BONDS PAYABLE - up to the point of sale
DR. Bonds Payable
CR. Interest expense (use that when it comes to a repurchase- is going to net with your expense)
How I calculate the unamortized premium or the unamortized discount:
* determine how much % you repurchase
* determine how many months are unamortized (it is easier to calculate in months: 105/116) 35,000 x (420,000/700,000)x 105/116
*add up the accrued interest (if it’s not inluded in the price)
The difference between the reacquisition price and the carrying amount is the GAIN or the LOSS
P14-10 - October 1, 2014: payment of the semi-annual interest
* same at the end of the year for the accrued interest!
Instalment note - calculating PMT
PV = 231,766
I = 10
N = 5
FV = 0 (there is no FV - with the instalment notes, the payment are high and you subtract them from the carrying amount so by the end of the term the liability is extinguished)
PMT = ?
On October 1, 2015, Ouelette buys back $1.2 million
worth of bonds for S1.4 million (includes accrued interest).
the percentage you buy back x (the full amount of the premium - what was already amortized)