Answer:
cash 96,535 debit
discount on BP 3,465 debit
Bonds Payable 100,000 credit
Explanation:
We need to determinate the price at which the bonds were issued:
Which is the present value of the coupon payment and maturity
Coupon payment: 100,000 x 10% / 2 = 5,000
time 4 (2 years x 2 payment per year)
rate 0.06 (12% annual / 2 = 6% semiannual)
PV $17,325.5281
Maturity (face value) $100,000.00
time 4.00
rate 0.06
PV 79,209.37
PV c $17,325.5281
PV m $79,209.3663
Total $96,534.8944
As the bonds are issued below face value there is a discount:
100,000 - 96,535 = 3,465
the entry will recognize the cash procceds and the creation of a liaiblity
we will also use an auxiliar account for the discount on the bonds
Mark's action on the given scenario above is that he is showing courtesy. Courtesy is a way of showing politeness towards other people. This is shown where Mark ended the call because Kelly already arrives. He prioritizes Kelly first because he does not want to make her wait and she's already there to see him.
Answer:
$92,400
Explanation:
Supplies expense for 2020 would be calculated as;
= Ending balance in supplies account on December 31, 2019 + Payment for new supplies in 2020 - Balance in supplies account at the end of year 2020
Given that ;
Ending balance in supplies account = $48,400
Payment for new supplies = $86,000
Balance in supplies account at the end of year 2020 = $42,000
Therefore,
Supplies expense for 2020
= $48,400 + $86,000 - $42,000
= $92,400
Answer:
$267.1211
Explanation:
return on preference share per unit is $6 , thus at 12% annual rate of return. Initial value of preference shares will be $50 per unit ( $6 divided by 12%).
Total value of preference shares = $50 multiplied by 100 preference shares = $5000
Future value of preference shares = 5000 (1.12)^5 = $8,811.7084
to find the value of money to be deposited to be able to buy the preference shares at the end of 5 yrs.
we work back to get the present value using the mutual fund annual rate
$8811.7084 = pv (1.06)^60 the rate is compounded monthly. Hence we shall compound the return 60 times in 5 years
Bank account money = 8811.7084 divided by 32.9877 = $267.1211
