Setting your priorities could be a primary third desicion when it comes to making financial decisions.
Answer:
D. All of the above.
Explanation:
In the Aggregate Expenditure model or approach to GDP, GDP is calculated using the following formula:
GDP = C + I + G + NX (X-M)
Where:
- C = consumption
- I = Investment
- G = Government spending
- NX = Net exports
As can be seen, each of the elements of the equation are necessary to understand (calculate) GDP by the AE approach. Each element is also important to show how macroeconomic equilibrium is reached. Thus, the correct answer is D.
Answer and Explanation:
The composite score for each location is as follows;
The Composite score for Location A is
= 85 × 0.15 + 70 × 0.2 + 87 × 0.18 + 0.27 × 95 + 86 × 0.1 + 88 × 0.1
= 85.7
= 86
The Composite score for Location B is
= 85 × 0.15 + 91 × 0.2 + 97 × 0.18 + 90 × 0.27 + 90 × 0.1 + 0.1 ×92
= 90.91
= 91
The Composite score for Location C is
= 82 × 0.15 + 91 × 0.2 + 90 × 0.18 + 92 × 0.27 + 97 × 0.1 + 0.1 ×84
= 89.64
= 90
Answer:
1. Supply will decrease
Explanation:
Due to the basic economic principle that when supply superceeds the demand for goods and services, the prices of such goods and services fall. As a result of this, and an expected increase in future prices, the supply of coffee beans by coffee merchants to the markets will decrease.
This is because the merchants want to receive higher profits and to do so, they will withhold supply to sell in the next six months when the price is higher.
Answer:
acceptable.
Explanation:
Project management can be defined as the process of designing, planning, developing, leading and execution of a project plan or activities using a set of skills, tools, knowledge, techniques and experience to achieve the set goals and objectives of creating a unique product or service.
Generally, projects are considered to be temporary because they usually have a start-time and an end-time to complete, execute or implement the project plan.
The net present value (NPV) of a project can be defined as the difference between present value of cash-inflow into a project and that of cash-outflow over a specific period of time. Thus, it is simply the value of all cash-flows for a project with respect to its life span.
A project with a zero net present value indicates that it is acceptable.
This ultimately implies that, investors and project managers are advised to only invest in projects that are having a positive net present value that is greater than or equal to zero.
