Answer:
Psychological pricing
Explanation:
Psychological pricing also known as price ending, charm pricing is a pricing and marketing strategy based on the theory that prices produces a psychological impact. This involves setting prices as odd prices being a little less than a whole number such as $9.99 or £2.99. It is believed that consumers think that this prices are lower than they actually are.
Answer:
The value of the stock = $19.64
Explanation:
According to the dividend valuation model, <em>the value of a stock is the present value of the expected future cash flows from the stock discounted at the the required rate of return.</em>
Year Workings Present value(PV)
1 $1 × (1.22) × 1.11^(-1) = 1.10
2 $1 × (1.22)^2 ×(1.11)^(-2) = 1.21
3 $1 × ((1.22)^2 × (1.05))/0.11-0.05) = 21.35 ( PV in year 2 terms)
PV (in year 0) of Year 3 dividend = 21.35 × 1.11^(-2)
= 17.33 (see notes)
<em>The value of the stock</em> = $1.10+ $1.21 + 17.3
= $19.64
Notes:
<em>Note the growth applied to year 3 dividend gives the PV in year 2 terms. So we need to re-discount again to year 0.</em>
<em />
The value of the stock = $19.64
Answer:
Price of bond = $ 924.50
Explanation:
<em>The value of the bond is the present value(PV) of the future cash receipts expected from the bond. The value is equal to present values of interest payment plus the redemption value (RV). </em>
Value of Bond = PV of interest + PV of RV
The price of the bond can be worked out as follows:
Step 1
PV of interest payments
annul interest payment = 6.4 % × 1,000 = 64
Annual yield = 7.5%
Total period to maturity (in years) =10
PV of interest =
64 × (1- (1.075)^(-10)/)/0.075= 439.30
Step 2
PV of Redemption Value
= 1,000× (1.075)^(-10) =
485.19
Step 3
Price of bond
439.30 + 485.19 =$924.49
Price of bond = $ 924.50
Answer:
$222,450
Explanation:
Computation of annual income statement for Kvass Inc. is shown below
Sales revenue
$4,887,000
Less:
Selling and admn expenses
($1,052,000)
Other expenses
($249,300)
Advertising and promotion expenses
($553,350)
Salaries and wages expenses
($2,527,800)
Income tax expenses
($167,350)
Interest expense
($114,750)
Net income
$222,450
Answer:
The estimated cost for selling and administration expenses is:
47900+52*6000=$359900
Explanation:
Audrey Corporation's cost for selling and administrative expenses present fix and variable costs. They plan a fixed cost of $47,900 and a variable cost of $52 unit.
The formula is:
SandA COST= 47900+52*Q
For April they planned to sell 6000 units.
The estimated cost for selling and administration expenses is:
47900+52*6000=$359900
If the formula is accurate the real cost of selling and administration is:
47900+52*5960=$357,820