The answer is series 7 which is for investment agents <span>who want to sell </span>fixed-income<span> investment products such as bonds, stocks, and packaged products.</span>
Answer:
$14,887.5
Explanation:
Carrying Value of the bond is the net of Face value and any amortised discount on the bond.
Face Value of the bond = $19,000
Issuance Value = $14,300
Discount Value = $19,000 - $14,300 = $4,700
This Discount will be amortized over the bond's life until the maturity on straight line basis.
Amortization in each period = $4,700 / (8x2) = $293.75 semiannually
Until December 31, 2017 two payment have been made and $587.5 is amortized in the two semiannual periods.
Un-amortized Discount = $4,700 - $587.5 = $4,112.5
Carrying value of the bond = Face value - Un-amortized Discount = $19,000 - $4,112.5 = $14,887.5
Answer:
b. Overvalued
Explanation:
Overvalued stocks are securities that trade higher than their fair market value, i.e. the value that the company's fundamentals, such as earnings or revenues justify.
Answer:
Jessica's for AGI deduction for these costs is:
b. $14.00.
Explanation:
The aggregate gross income (AGI) can be defined as the total amount of income that an individual earns and is used in calculating the amount of income tax that an individual is liable to pay. The AGI can be expressed as follows;
AGI=T×N×W
where;
AGI=aggregate gross income
T=toll amount per way
N=number of times she reported
W=number of way
In our case;
AGI=unknown, to be determined
T=$1.75
N=4
W=2
Replacing;
AGI=(1.75×4×2)=$14.00
Jessica's for AGI deduction for these costs is:
b. $14.00.
Answer:
$21,080.2
Explanation:
The price of the car will be the down-payment plus the future value of 375 paid each month for 5 years compounded monthly at 9.72%.
The formula for calculating future value is
PV = P × 1 − (1+r)−n
r
PV is $350
r is 9.72 % or 0.0972 % per year or 0.0081
t is five year or 60 months
FV = 350 x (1-(1+0.0081)-60
0.0081
Fv =350 x 1-0.61628715419
0.0081
FV =350 x( 0.38371284581/0.00810
FV =350 x 47.371956
FV =16,580.20
The value of the car = $4500 + 16,580.20
=$21,080.2
