Answer: push marketing strategy
Explanation:
A Push Marketing Strategy can sometimes be referred to as the push promotional strategy, and this occurs when businesses take their products to the customers.
In this strategy, different marketing techniques are used by the company to push their products to the consumers. This can be seen in the question given as Venus Inc. is utilizing different methods in order to accelerate the sale of its new product.
Answer:
D) represent the interests of workers in employment matters.
Explanation:
A labor union is an organization tha acts as an intermediary between its members and the business that employs them. The main purpose of labor unions is to give workers the power to negotiate for more favorable working conditions and benefits through collective bargaining.
Answer:
108,280.22
Explanation:
Certainty equivalent is solved by taking the inverse utility function from the expected utility of a random wealth variable
U(x) = x^1/4
U^-1(x) = x^4
U^-1(x) === x^4
CE(x) = x^4
Salary Bonus Total income U(x)= x^(1/4) P(x) U(x)*P(x)
80000 0 80000 16.82 1/7 2.4
80000 10000 90000 17.32 1/7 2.47
80000 20000 100000 17.78 1/7 2.54
80000 30000 110000 18.21 1/7 2.6
80000 40000 120000 18.61 1/7 2.66
80000 50000 130000 18.99 1/7 2.71
80000 60000 140000 19.34 1/7 <u>2.76</u>
Sum <u>18.14</u>
CE(x) = 18.14^4
CE(x) = 108280.22
So therefore, the certainty equivalent of this job offer is 108,280.22
Answer:
Net income of the company accounted for $400,000
Explanation:
Net income is the income or the amount of residual income from the earnings after deducting all the expense or cost from the sales.
The net income or loss of the company accounted for is computed as:
Net Income or Loss = Net Income - Research and Development cost
where
Net Income amounts to $3,400,000
Research and Development cost amounts to $3,000,000
So, putting the values above:
Net Income or loss = $3,400,000 - $3,000,000
Net Income = $400,000
Answer:
c. 32.99%
Explanation:
Risk yield = bond yield*(1 - Federal tax rate)
6.50% = 9.70%*(1 - Federal tax rate)
1 - Federal tax rate = 6.50%/9.70%
Federal tax rate = 1 - 6.50%/9.70%
= 32.99%
Therefore, The federal tax rate that you are indifferent between the two bonds is 32.99%
