<span>Weather specialists or weathermen are reporters about weather
warnings, with no formal meteorological training. Even though they have no formal trainings, they are
important especially on major incidents because they are the ones who give
forecasts or weather warnings. In so doing, they can protect people’s life and
property. </span>
Wher do we choose the communication planning and resource?
Answer:
This is a short and direct template I used to get my job, and it works pretty well.
Explanation:
Sujin's organizing strategy should be answering all the questions the employees are likely to have in the email, as stated in option A and explained below.
<h3>How should Sujin organize her email?</h3>
Since employees might end up having doubts and questions about the new work schedule and the salary increase, Sujin should try her best to predict, so to speak, those questions and address them in the email.
By using such an organizing strategy, Sujin will be able to convey the necessary information while avoiding being flooded with responses filled with questions.
With the information above in mind, we can choose option A as the correct answer.
The missing answer choices for this question are the following:
- She should answer all the questions the employees are likely to have in the email.
- She should end the email by giving importance to the message and not the employees.
- She should place the good news at the end of the message and the bad news in the middle of the message.
- She should not present the bad news in a positive way, as it might confuse the employees.
Learn more about writing emails here:
brainly.com/question/24688558
#SPJ1
Answer:
<em>13.29%</em>
<em>Explanation:</em>
Answer :- Amount in checking deposit= $500 million-15%= $425 million
Amount in saving and time deposit= $250 million-4%= $240 million
Amount in equity capital = $ 250 million
banks before tax cost of funds=
checking deposit = $425*6/100= $25.5 million
Saving and time deposit= $ 240*14/100= $ 33.6 million
equity capital=$250 *25/100= $ 62.5 million
Weighted average cost of funds (WACC)= $25.5+33.6+62.5/($425+240+250)
=$121.6/915= 0.1329 or 13.29%
