Answer:
attached table
Explanation:
for each transaction the acouting equation stand
As the sum ofthe three assets account is the same as the two liabiltiies account and the two equity account.
The revenues and expenses account were posted directly into retained earnings for the purpose of simplify the table.
<u>The expese account if needed to expand the table would be:</u>
(1) rent expense, (8)utilities expense, (11) interest expense and salaries expense (7) and (9)
Answer:
Option (b) is correct.
Explanation:
Sale of share = NQOs received × No. of shares × Selling price per share
= 10 × 8 × $22
= $1,760
Gain realised:
= Sale of share - Basis
= $1,760 - [NQOs received × No. of shares × Selling price per share at $15]
= $1,760 - [10 × 8 × $15]
= $1,760 - $1,200
= $560
Tax paid = Gain realised × preferential rate
= $560 × 15%
= $84
Answer:
7.36%
Explanation:
Nper = (10-2)*2 = 16
Pmt = 1000*8.7%/2 = 43.5
Pv = -108%*1000 = -1080
Fv = 1000
YTM = Rate(Nper, pmt, -Pv, Fv)*2
YTM = Rate(16, 43.5, -1080, 1000)*2
YTM = 0.036795696 * 2
YTM = 0.073591392
YTM = 7.3591392%
YTM = 7.36%
Answer:
The future value of a 18-year annuity of $2,000 per period where payments come at the beginning of each period is $59,078.
Explanation:
We apply the formula to calculate future value of annuity to find the future value of 18-year annuity as at the beginning of year 18 ( because payment comes at the beginning of the year):
2,000/5% x (1.05^18 -1) = $56,264.77.
We further compound the future value of 18-year annuity as at the beginning of year 18 for one period to come up with the future value of this annuity as at the end of 18 year time:
56,264.77 x 1.05 = $59,078.
So, the answer is $59,078.
