Answer:
$854.81
Explanation:
The formula for calculating the present value is as below
PV = FV/( 1 + r)^n
Where Fv =1000
r = 4% or 0.04
n= 6
PV = $1000/ (1 + 4/100)^4
PV=$1000/(1 + 0.04)^4
PV=$1000/1.16985
PV =$854.81
.
Answer:
The correct answer is B. non-exempt security under the Securities Act of 1933 because the purchaser bears the investment risk
Explanation:
With a variable annuity, the annuity funds are invested in securities such as bond funds or equity funds. In these cases, the performance of the funds will define the performance of the annuity money and how much the annuity owner will receive from it. In this case, in the variable annuities there is a certain investment risk that everyone must determine when investing their money. In summary, the amount of risk that everyone is in a position to adopt will determine the amount of acceptable risk and therefore what type of funds will be selected for the investment.
It is possible to consider using a variable annuity for those who:
- They feel comfortable with stock market fluctuations and are willing to accept them in exchange for a greater return to inflation for a longer period of time.
- They are young people who seek to plan for retirement by taking advantage of the long-term stock market.
Answer:
$7,840
Explanation:
The inventory of Items A and B should be valued at the lower of cost and the net realizable value.
The cost is the invoice price at time of purchase ,while the net realizable value is the selling price less to sell
Products Cost Selling price cost to sell NRV unit value
A $18 $22 $6 $16 $16
B $48 $54 $4 $50 $48
Item A is valued at $16 each i.e $16*160=$2,560
Item B is valued at $48 each i.e $48*110=$5,280
total value of inventory =$7,840
The ending inventory valued at the lower of cost or net realizable value is worth $7,840
