Answer:
The answer is D. $180,000
Explanation:
Investing activities is about spending on long term asset or long term investments.
Under investing activities in cash flow, what constitutes inflow is the sales of these long term assets like plant and machinery and what constitutes outflow is the purchase of these assets.
In this question, the inflow is the sale of equipment which us $270,000 and outflow is the purchase of equipment for $90,000.
So net cash flow from investing activities is:
$270,000 - $90,000
=$180,000
The Roll up project budget method is used to cover cost changes for a project,
The roll up budget method is used to measure and identify the money inflow and outflow of the particular project. The roll-up budget is a technique that uses expertise to determine cost and productivity throughout the full life-cycle of projects.
The roll up budget method is also called continuous budgets. Based on the project, it is updated monthly or quarterly or annually. These budgets enlarge incrementally as time passes,
Rolling up the budget helps to achieve flexibility in their planning process plus decision-making,
This impact on changing market conditions, business disruptions, and unforeseen opportunities with greater liveliness.
Perform more effective performance management by re-aligning, spending and resource allocation at regular intervals to compete in the business environment and improve viable benefits.
To learn more about Project Budgeting
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Strawberry blonde, dirty blonde, brown/light brown
Answer:
The correct word for the blank space is: Depth of Product Mix.
Explanation:
A product mix represents the combination of product lines a company manufactures. The product mix has four (4) characteristics: <em>width, length, depth, </em>and <em>consistency</em>. The depth of the product mix refers to the diversity of each good in a product mix has. That diversity implies talking about the sizes, flavors, odors, presentations, or any other particular feature that the same product has.
Answer:
a)
revenue = x amount of phones x price
revenue = x(500 - 0.5x)
revenue = 500x - 0.5x²
we find revenue' (derivative):
revenue' = 500 - x
x = 500
the company should sell 500 smartphones to maximize revenue, the selling price = 500 - (0.5 x 500) = $250 per smartphone. Maximum weekly revenue = $250 x 500 = $125,000
b)
profit = revenue - cost
profit = 500x - 0.5x² - 20,000 - 135x
profit = -0.5x² + 365x - 20,000
we must find profit' (derivative):
profit' = -x + 365
x = 365
In order to maximize profits, you have to sell 365 smartphones per week. Maximum weekly profit = -0.5(365²) + 365(365) - 20,000 = -66,612.50 + 133,225 - 20,000 = $46,612.50.
The smartphone's price = 500 - (0.5 x 365) = $317.50
