Answer: 0
Explanation:
Firstly, we will calculate the nominal value in 2015 which will be:
= $500 x 1 million
= $500 million
The nominal value in 2016 will be:
= $1000 x 1 million
= $1 billion
Real GDP will be the price of the base year multiplied by the quantity of the current year which will be:
= $500 million x 1 million sets
= $500 million
Therefore, the increase in real GDP is zero.
Answer:
External and internal environment is very important to the performance of airlines in the airline industry.
The industrial organization (I/O) model suggests that environments is the key point for firms to earn above-average returns.
Explanation:
The airlines´ external and internal environments analysis is important because it is the first step in developing the frim´s strategic management process.
This analysis will establish the firm´s resources availability and capability, along with the core competencies looking forward setting commitments, making decisions, and taking actions aiming to reach competitiveness and to earn above-average returns.
The industrial organization, or I/O model, suggests that the external environment is the key of a firm’s strategic actions as firms use the sources information of these continuously evolving "strategic inputs" to develop its vision and mission and to formulate its strategy to respond to the challenging landscape brought by globalization and the resulting economy featuring rapid technological changes, and achieve strategic competitiveness and above-average returns.
Answer:
Compared to a barter economy, using money increases efficiency by reducing: transaction costs. Barter is the: direct exchange of goods and services.
computer network and computer facilities is called internet protocol
Answer:
30.51%
Explanation:
The computation of the standard deviation is shown below:
Data provided in the question
Weightage in IBM = 30% = WI
Weightage in MFST = 100 - 30% = 70% = WM
The Volatility in IBM = 35% = VI
The Volatility in MFST = 30% = VM
Correlation = 0.5 = C
Based on the above information
The standard deviation is
= 30.51%