Answer:
30.92%
Explanation:
You find the answer by calculating the cost of equity using two methods; Dividend discount model and CAPM
<u>Dividend discount model;</u>
cost of equity; r = (D1/P0) +g
whereby, D1 = next year's dividend = 3.00
P0= current price = 13.65
g = dividend growth rate = 11% or 0.11 as a decimal
r = (3/13.65) + 0.11
r = 0.2198 + 0.11
r= 0.3298 or 32.98%
<u>Using CAPM;</u>
r = risk free + beta (Market risk premium)
r = 0.049 + (2.8 * 0.0856)
r = 0.049 + 0.2397
r = 0.2887 or 28.87%
Next, find the average of the two cost of equities;
=(32.98% + 28.87% )/2
= 30.92%
Answer:
5%
Explanation:
The applicable formula is A = P( 1 + r) ^ n
where A= amount: P is the principal, r, interest rate, n time
In this case,
A = principal + interest = Rs 410 { Rs 4000 + Rs410}
P= Rs 4000
r= ?
n= 2
r is?
4410 = 4000(1 + r) ^2
(1 + i)^ 2 = 4410/4000
(1 + i)^ 2 = 1.1025
1 + i = √1.1025
1 + i = 1.05
i = 1.05 - 1
i = 0.05
0.05 × 100 = 5%
Formula: FV = PV(1+ r)^n
Fv is the future value, Pv is the present value, r is the interest rate, n is the number of periods.
FV = $100(1 + 0.06)^(6*2) = $201.22
Answer:
the company's markup percentage would be computed on the basis of: $45
Explanation:
Absorption Costing Treats Both the <em>Variable</em> and <em>Fixed</em> Manufacturing Costs as Product Costs.Non- Manufacturing Cost are treated as Period Costs or Expenses in period in which they are incurred.
Absorption manufacturing-cost pricing formulas establishes the <em>selling prices</em> of items by adding a <em>mark-up </em>on top of the absorption cost.
<u>Absorption Cost Calculation for Product Costing is as follows</u> :
Variable manufacturing cost $30
Fixed manufacturing overhead $15
Total Cost $45