Answer:
The correct answer is 5%.
Explanation:
According to the scenario, the computation of the given data are as follows:
We can calculate the growth rate by using following formula:
Growth rate = (Dividend of 3rd year ÷ Dividend of 1st year)^1/2 -1
By putting the value in the formula, we get
Growth rate = ($4.41 ÷ $4 )^1/2 - 1
= ( $0.41)^1/2 -1
= 0.05 or 5%
Answer:
The statement that is not true of this ceremony is:
F. it is essentially about the individual rather than the community
Explanation:
The focus of this communal rite of passage is not the individual but the community because during the rite, the sense of the individual is replaced by the sense of the community. It instils in the initiates a sense that they are no longer individuals but members of the community with some rights and privileges. Community values are communicated through a sophisticated system of beliefs and practices that affirm sacred cycles.
The answer to your question is D it depends on the state
Answer:
$9,600,000
Explanation:
The computation of overhead assigned to each product is shown below:-
Overhead rate activity = Total overhead cost ÷ Total number of activity
= $9,600,000 ÷ $800,000
= $12
So, the Total overhead assigned to each product = (Widgets × Overhead rate activity) + (Gadgets × Overhead rate activity) + (Targets × Overhead rate activity)
= ($200,000 × 12) + ($150,000 × 12) + ($450,000 × 12)
= 2,400,000 + 1,800,000 + 5,400,000
= $9,600,000
Therefore for computing the overhead assigned to each product we simply applied the above formula.
Suppose we have two animals, X and Y and that X helps Y thanks to a gene. In this equation, we have that B is the benefit that Y receives, r the degree of relatedness and C is the cost of help. If the equation above holds, we have that the benefit (accounted for relatedness) overweighs the cost and the gene will spread. More specifically, the benefit to an individual's fitness (accounting for the probability that he has the gene) is greater than the cost to X's fitness and thus the probability that the gene propagates to the next generation is increased.
