Answer:
$47
Explanation:
Given that,
Required return = 11.00%
Expect a growth rate = 6.00%
Expected to pay a dividend next year = $2.35
Stock Price:
= Dividends (Div) ÷ (Expected Return (R) - Dividend Growth Rate (G))
= $2.35 ÷ (11% - 6%)
= $2.35 ÷ (5%)
= $47
Therefore, the current fair price for the stock is $47.
Answer:
No, taking into account the pandemic, companies should not reduce their leverage, as this would make it very difficult for small and medium investors to invest in a context of lack of income and shortage of available circulating money.
Therefore, leverage implies the possibility for investors to access the necessary funds to be able to invest their money, without the need to dispose of their savings or the money they use for essential activities.
The question is incomplete, it lacks options.
A) Norris La Guardia Act
B) National Labor Relations Act
C) Occupational Safety and Health Act
D) Fair Labor Standard Act
Answer:
National Labor Relations Act
Explanation:
The National Labor Relations Act was enacted in 1935. It is also known as the Wagner Act. This law enacted to enable employees in various organizations to organize different forms of trade union and collectively bargain with their employers.
The National Labor Relation Acts enables employees to bargain for an increase in salary, better working conditions such a provision of safety equipments for workers in a work environment.
<span>The total equivalent warming impact (TEWI) takes into consideration both the direct and indirect global warming effects of refrigerants.
In addition to the direct impact of the refrigerant (which is conveniently estimated by GWP), any system or process, which requires energy input, indirectly affects the environment. This impact is originated from CO2 emissions from the energy production processes.
TEWI can be calculated using the equation below:
TEWI = direct emissions + indirect emissions = (GWP×L×N)+(Ea×β×n),
where
L – annual leakage rate in the system, kg (3% of refrigerant charge annually),
N – life of the system, years (15 years),
n – system running time, years (based on weather data, 4910 hours),
Ea – energy consumption, kWh per year (modelled for each refrigerant),
β – carbon dioxide emission factor, CO2-eq. emissions per kWh (165 g CO2/kWh).</span>
