The correct answer that would best complete the given statement above would be the last option. <span>Herzberg's research purposefully directed managerial thinking to </span>develop interesting jobs which might require problem solving and decision making. The aim of this research is to <span>help managers create jobs where employees would feel more fulfilled. </span>Hope this answer helps.
Answer:
greenwashing
Explanation:
Greenwashing -
It is the process , where the company spends more amount of time and monetary value on marketing the company as environmentally friendly , rather than decreasing the impact on environment , is referred to as greenwashing.
It is basically a advertising stunt , in order to mislead the consumers , who buys the products just because the product is environmentally friendly.
Hence, from the question ,
the practice performed by the company is greenwashing.
Answer:
Unitary variable cost= $8.08
Contribution margin= $15.92
Explanation:
Giving the following information:
Direct materials $4.98
Direct labor 2.10
Variable factory overhead 1.00
The variable cost per unit is the sum of direct material, direct labor, and variable overhead.
Unitary variable cost= 4.98 + 2.1 + 1= $8.08
The contribution margin per unit is the difference between the selling price and the unitary variable cost:
Contribution margin= 24 - 8.08= $15.92
Answer: <u>"b. Price is greater than long-run average cost."</u> is NOT characteristic of long-run equilibrium for a perfectly competitive firm.
Explanation: In the long term the company will produce the output level at which long-run average cost is at its minimum.
Where the price is equal to the long-run marginal cost and the long-run average cost.
From the details that are contained in the question, the portfolio standard deviation is 0.0544 or 5.44%
<h3>How to solve for the portfolio standard deviation</h3>
w1 = weight of euros 1 = 500000/800000
w2 = weight of canadian dollars = 300000/800000
Standard deviation 1 = 8%
Standard deviation 2 = 3%
Correlation coefficient = 0.30
(w1*σ1)² + (w2*σ2)² + (2* w1*σ1* w2*σ2 * 0.30)^0.5

Therefore the portfolio standard deviation is given as 0.0544 or 5.44%
Read more on standard deviation here: brainly.com/question/475676