Answer:
$1.25
Explanation:
dividend growth:
year growth rate dividends
1 24% Div₁ = 1.24Div₀
2 24% Div₂ = 1.24²Div₀ = 1.5376Div₀
3 24% Div₃ = 1.24³Div₀ = 1.906624Div₀
4 14% Div₄ = 1.906624Div₀ x 1.14 = 2.17355136Div₀
indefinite 8% Div₅ = 2.17355136Div₀ x 1.08 = 2.347435Div₀
required rate of return = 10%
current stock price = $86
stock price for terminal growth rate = Div₅ / (10% - 8%) = Div₅ / 2% = 117.3717734Div₀
current stock price = $86 = 1.24Div₀/1.1 + 1.5376Div₀/1.1² + 1.906624Div₀/1.1³ + 2.17355136Div₀/1.1⁴ + 117.3717734Div₀/1.1⁴ = 1.12727Div₀ + 1.27074Div₀ + 1.43247Div₀ + 1.48456Div₀ + 80.1665Div₀ = 85.48154Div₀
$86 = 85.48154Div₀
Div₀ = $86 / 85.48154 = $1.006065
Div₁ = 1.24 x $1.006065 = $1.2475 ≈ $1.25
Answer:
165,000 pounds
Explanation:
A Purchase Budget is required to determine the quantities and cost of purchases required for use in production.
Materials Purchase Budget for Second Quarter (Pounds)
Budgeted Production Materials (80,000 x 2) 160,000
Add Budgeted Closing Materials (90,000 x 2 x 25%) 45,000
Total Materials 205,000
Less Budgeted Opening Materials (80,000 x 2 x 25%) (40,000)
Budgeted Material Purchase (pounds) 165,000
Therefore,
Budgeted purchases of material for the second quarter would be 165,000 pounds
Answer:
$918.89
Explanation:
For computing the current price of the bond we need to apply the present value formula i.e to be shown in the attachment
Given that,
Future value = $1,000
Rate of interest = 8% ÷ 2 = 4%
NPER = 5 years × 2 = 10 years
PMT = $1,000 × 6% ÷ 2 = $30
The formula is shown below:
= -PV(Rate;NPER;PMT;FV;type)
So, after applying the above formula, the current price of the bond is $918.89
Answer:
a. Inflation
Explanation:
In the context of economics, inflation refers to the increase in the price of goods and services
Moreover, we also know that
(1 + Nominal rate of return) = (1 + real rate of return) × (1 + inflation rate of return)
According to the given situation, it is mentioned that The general goods and services prices are expected to rise substantially over the next five years which represents the concept of inflation
Hence, the option a is correct