The term that describes the origin of the action step in Monroe's motivated sequence would be the conclusion. In addition to that, this kind of sequence is specifically design to "organize persuasive speeches" that would motivate a group of people to take an action in a specific problem.
Answer:
x = 2.0785 and x = -2.245
Explanation:
The following is the step by step solution to the problem.
6x² + x - 28 = 0
Where,
a = 6
b = 1
c = -28
Using the formula,
x = [(-b + √((b)² - 4ac)) / 2a] and x = [(-b - √((b)² - 4ac)) / 2a]
x = [(-1 + √((1)² - 4(6)(-28))) / 2(6)] and x = [(-1 - √((1)² - 4(6)(-28))) / 2(6)]
x = [(-1 + 25.94) / 12 and x = [(-1 - 25.94) / 12
x = 2.0785 and x = -2.245
Depending on the type of job, it may or may not be acceptable for employees to wear nail polish to work especially if its unethical.
<h3>What is Formal Dressing ?</h3>
Formal dressing describes the appropriate way to dress for different occasions. This implies that you must dress according to the requirements of occasion you want to attend or according to your job requirement.
Employees must strive to dress properly as permissible by the code of conduct of the working environment.
Learn more about Proper dressing at brainly.com/question/27837116
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Answer:
d. $25,000
b. ($5,000) loss
Explanation:
In the first case, the gain or loss on this transaction is
Gain or loss on this transaction is
= Sale value of the land - adjusted basis of the land
= $110,000 - $85,000
= $25,000
We ignored the fair market value of the land for computing the gain or loss of the transaction
In the second case, the gain or loss on this transaction is
Gain or loss on this transaction is
= Sale value of the land - fair market value
= $80,000 - $85,000
= -$5,000 loss
Answer:
2 Labor
Explanation:
Given:
Number of capital (Printing machine) input = 3
Number of Labor input = 5
MRTS = 0.5
Additional Capital (Printing machine) = 1
Change in Labor = ?
Computation of change in Labor input:
MRTS = Change in Capital input / Change in Labor input
0.5 = 1 (Additional machine) / Change In Labor input
Change in Labor Input = 1 / 0.5
Change in Labor Input = 2 labor
