Answer:
(a) $33750000 (b) $11250000 (c) $22500000
Explanation:
Solution
(a) How much would Ziegler Inc. total income of operating increase.
Now,
Units * (Cost of purchased from outside supplier - Variable cost)
Thus,
75000 * ($1350 - $900) = $33750000
(b) How much would the Instrument Division's operating income increase
Now,
The Units * (Cost of purchased from outside supplier - Transfer Price)
So,
75000 units * ($1350 - $1200) = $11250000
(C) How much would the Components Division's operating income increase?
Now,
Units * (Transfer Price - Variable cost)
75000 units * ($1200 - $900) = $22500000
Suppose there are 70 million people in the labor force, out of which 60 million are employed, then the unemployment rate is: 14.28%.
An unemployed person is someone who does not have a job but is actively looking for one. Employed or Not Employed? You are employed part-time. If you work as a student, the university cafeteria is employed.
Labor force participation rate = (labor force/working age population) x 100 where labor force = employment + unemployment. To solve this problem, we need to know the number of people employed, the number of job seekers, and the working age population.
Learn more about the labor force at
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Answer:
$434
Explanation:
Net sales = $2,910
-Cost of goods sold = $1,560 (Working)
=Gross profit = $1350
-Operating expenses = $730
=Profit before Tax = $620
-Tax 30% = $186
=Net Profit/Net Income= $434
<u>Working</u>
Cost of goods sold = Cost of goods available for sale - Closing Inventory if LIFO is elected
Cost of goods sold = 2,430 - 870 = 1560
Answer:
D) normative control
Explanation:
In business, normative controls refers to the practice of managing human resources using actions that shape their behavior. This type of approach focuses on behavior standards or norms more than on actual written policies. Sometimes the norms can even be informal, but that doesn't mean that they are less important.
In this case, Curtis pays a lot of attention to how his employees treat their customers and trains them to do it a certain way that he considers to be effective.
