Answer: Define Project Needs, Understand the Project Objectives, Define the Project Scope
Explanation: Project Scope is defined as the work that needs to be accomplished to deliver a product, service, or result with the specified features and functions.
The scope of the project should have a tangible objective for the organization that is undertaking the project
There are 3 main steps of project scope and they are:
1. Define Project Needs
2. Understand the Project Objectives
3. Define the Project Scope
Scope statement are the documentation of the scope of the project will explain the boundaries of the project, establish the responsibilities of each member of the team and set up procedures for how the work that is completed will be verified and approved.
Answer:
$75 per case
Explanation:
Required: Selling Price per case
Sales – Variable cost – Fixed cost = Target desired profit
Sales = 800000 case x Selling Price (SP)
Variable cost = (800000 case x $40) + (800000 x SP x 25%)
Putting into equation:
Sales – Variable cost – Fixed cost = Target desired profit
(800000 x SP) – [(800000 x 40) + (800000 x SP x 25%)] - $8000000 = $ 5000000
>800000SP – (32000000 + 200000SP) – 8000000 = 5000000
>800000SP – 32000000 – 200000SP – 8000000 = 5000000
>800000SP – 200000SP = 5000000 + 8000000 + 32000000
>600000SP = 45000000
>SP = 45000000 / 600000
>SP = $ 75
Answer:
Option c. is correct
Explanation:
Under the Golsen rule, the Tax Court must follows the Court of Appeals such that the court of appeals has direct jurisdiction over the taxpayer. The Court is said to reach a decision without calculating the tax when a Tax Court decision is said to be entered under Rule 155.
In this question, The Golsen rule applies here and weakens the legal justification for the deduction
Answer:
C = 0.05*x + 34
Explanation:
There are several ways to approach this problem. However, we will follow a logical and simple procedure.
It is always possible to write any linear equation as:
y = mx + b, where:
m = slope
b = y-intercept (value when x = 0)
The problem statement guarantees us that b=34, because if we do not drive any mile (x=0), then the cost should be equal to $ 34. Also, we know that m=0.05, because every driven mile (increase in x by 1) the cost should increase by $5. Therefore, we can write the linear equation as:
y = 0.05x + 34
Changing the dependent variable y for C (to relate it with the cost) we have that:
C = 0.05x + 34
