Answer:
a) make well-reasoned conclusions and solutions ; & b) begin jotting down a rough draft right away to capture their ideas.
Explanation:
Effective Business message should be - complete, clear, concise, concrete, correct, courteous, coherent.
Rough draft is good for brainstorming & initial preliminary creation stage of business message. After having a bunch of ideas : its important to well arrange them in a coherent, clear way & giving complete, concise structure. This implies better understanding of conclusions, solutions.
Assuming the user took advantage of this offer, the amount that would be discounted on a $10,000 invoice is: $200.
<h3>
Discounted amount </h3>
Using this formula
Discounted amount =Discount rate× Invoice
Let plug in the formula
Discounted amount=2%×$10,000
Discounted amount=$200
Therefore assuming the user took advantage of this offer, the amount that would be discounted on a $10,000 invoice is: $200.
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Answer:
Strategic
Explanation:
If Ming is a manager for a large company and has the authority to determine whether or not the company should expand into new regions and/or expand the company's product line, Then the level of management that Ming represents is Strategic Management
Strategic management involves setting objectives, <u>analyzing the competitive environment</u>, analyzing the internal organization, evaluating strategies, and ensuring that management rolls out the strategies across the organization.
Business expansion decisions are taken by the highest level of management based on their analysis of the competitive environment
Answer:
Present Value = $22,663.69
Explanation:
<em>The present value of a sum expected in the future is the worth today given an opportunity cost interest rate. In another words ,it is amount receivable today that would make the investor to be indifferent between the amount receivable today and the future sum.</em>
The present value of a lump sum can be worked out as follows:
PV = FV × (1+r)^(-n)
PV - Present value - ?
FV - Future value - 26,800
r- Interest rate per period - 4.28%
n- number of periods- 4
PV = 26,800 × (1.0428)^(-4)=22,663.69
PV = $22,663.69
The portfolio weights for a portfolio that has 185 shares of Stock A that sell for $64 per share is: 0.6775; 0.3325.
<h3>Portfolio weight for each stock</h3>
First step
Total value = 185($64) + 115($49)
Total value = $17,475
Second step
Portfolio weight for each stock is:
Portfolio weight A = 185($64)/$17,475
Portfolio weight A = .6775
Portfolio weight B = 115($49)/$17,475
Portfolio weight B = .3225
Therefore the portfolio weights for a portfolio that has 185 shares of Stock A that sell for $64 per share is: 0.6775; 0.3325.
The portfolio weights for a portfolio that has 185 shares of Stock A that sell for $64 per share is: 0.6775; 0.3325.
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