Diana's decision to pick something that will benefit her in future showed <u>dependency through time. </u>
<h3>What does Dependency through Time entail?</h3>
- It means considering future time periods in a decision.
- Calls for one to think about how their current decision will either make their future worse or better.
Diana chose her program of study based on the opportunities she will have in the future. We can therefore conclude that she demonstrated dependency through time.
Find out more about planning for a future career at brainly.com/question/8195686.
9 - f
10 - b
11 - d
12 - e
13 - c
14 - a
Answer:
advertizing expense 387 debit
prepaid expense 387 credit
--to record expired advertizing at year-end ---
Explanation:
1,548 is the value of 36 months
from April to December 31th 9 months has expired thus:
1,548 x 9/36 = 387 expired advertizing
we will decrease our prepaid and post the advertizing expense for the expired amount
the prepaid is considered an asset as we have the right to receive advertize of our product and brand for the term of the contract thus, to decrease it we credit
the expense as decrease our equity will be debited
She exhibited cognitively sort of organizational conduct.
Organizational behavior(OB) is the multidisciplinary look at worker interactions and the organizational methods that searching for to create more green and cohesive groups.
In its middle, organizational behavior analyzes the effect of social and environmental factors that affect the manner personnel or groups work. The manner human beings engage, communicate, and collaborate is key to an agency's success.
Those kinds of conduct are proactive in nature and act to enhance situations for the man or woman, institution, or employer. Examples of these behaviors encompass trouble promoting, taking initiative, optimistic trade-orientated communication, innovation, and proactive socialization.
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Answer:
r = 13.68%
Explanation:
We can use Gordon growth model to calculate the stock price.
P = Do x (1+g) / r - g
P: stock price (Given: $95)
Do: Last dividend paid ($5)
g: Dividend growth rate (8%)
r: required return (Missing value)
By inputting the number into the above equation, we have the following:
95 = 5 x 1.08 / (r - 0.08)
--> r = 13.68%
