Answer:
<u><em>The correct answer is:</em></u> deliver the bad news at the end of the message.
Explanation:
Presenting negative news is always challenging. That is why it is necessary that before presenting a negative news the ideal approach is chosen according to the public, the approach can be direct or indirect, in the direct approach, the problem is presented in a more objective way, and in the indirect approach some resources to cushion negative news and not have such a negative impact on the public.
The ideal approach depends on the analysis that will analyze the public's receptivity to the message. <u>Therefore, when choosing the direct approach, it is necessary to avoid delivering bad news at the end of the message, as this can be viewed negatively and not objectively by the public.
</u>
There needs to be an explanation of the reasons for the negative message, which ensures greater objective understanding of the facts and understanding.
C, The identification of a problem for investigation
Answer:
<em>I can see that there are no choices.</em>
mate-guarding
Explanation:
"Alternative mating strategies" are being used by either<em> female or male animals </em>in order to <u>defend the mating partner from another potential partner.</u>
In order to access the certainty of the male to the female, the male uses the strategy of mate-guarding. This means that the <em>male makes sure that he guards the female</em> and <u>wards off intruders. </u>This also prevents the female to seek other potential partners.
So, this explains the answer.
Answer:
1. Identification of strength
2.identificationof weakness
3. Identification of opportunity
4. Identification of threat
5. Optimum of use of resources
Answer:
0.75 times
Explanation:
The formula and the calculation of acid test ratio is presented below
Acid test ratio = Quick assets ÷ total current liabilities
where,
Quick assets = Cash + current accounts receivable
= $15,000 + $30,000
= $45,000
And, the current liabilities is $60,000
So, the acid test ratio would be
= $45,000 ÷ $60,000
= 0.75 times