A = $9.99, the amount needed after 1 year
r = 0.018% = 0.00018, interest rate
n = 12, compoundings per year
t = 1, one year duration
Let P = required balance at the beginning of the year.
Then
P(1 + 0.00018/12)¹² = 9.99
1.00018P = 9.99
P = $9.988 ≈ $9.99
Answer: $9.99
Answer: less than the coupon
Explanation:
When a bond that is bought at a premium of 205 is called before the bond matures by the issuer, this implies that the accelerated premium loss will have to be reflected in calculated yield to maturity.
It should also be noted that the YTC is the lowest among the yields for the premium bonds. Therefore, if the issuer calls the bond before maturity, the yield to call (YTC) realized by the investor would be less than the coupon.
Option B is correct.
Answer:
a) salary $112,000
Interest income $2,200
Capital gain on stock -
gross income $114,200
capital gains and losses
capital gain 10,500
capital loss 15,300
Net capital loss = 4800
net loss offset on Gross income = 3000
Net Gross income $111,200
capital loss that is carried forward = $1800
b) salary $112,000
Interest income $2,200
Capital gain on stock -
gross income $114,200
CAPITAL LOSSES/GAINS
capital gain 16000
capital loss 15300
Net Capital gain = 700
ADD taxable capital gains on Gross income
c) salary $112,000
Interest income $2,200
gross income $114,200
capital losses/ gains
capital loss 15300
capital loss 17000
Total Capital LOSS = $ 32300
Set off against income = (3000)
Losses carried forward =$29300
Explanation:
Capital losses can be offset on normal Gross income but only up to $3000 per year
