Answer:
behavioral approach to the study of leadership
Explanation:
In simple words, The behavioral approach is only concerned with what managers do and what they behave. The behavioral approach broadened the science of leadership to encompass the activities of leaders toward followers in diverse settings by moving the study of leadership to leader behaviors. Monitoring and analyzing a leader's movements and behaviors in response to a given circumstance is central to behavioral leadership theory.
Answer:
$634,443
Explanation:
The computation of total overhead applied to Product P4 under activity-based costing is shown below:-
Activity Expected Expected Activity
costs Activity Rate
a b c = a ÷ b
Labor related $145,000 6,000 DLHs 24.17 per DLHs
Production
orders $68,360 1,400 orders 48.83 Per orders
Order size $1,069,190 5,800 MHs 184.34 per MHs
Product P4
Activity driver Overhead
Incurred Assigned
d e = c × d
2,000 $48,340
300 $14,649
3,100 $571,454
Total overhead cost $634,443
Answer: The risk of stock out = 2.94%
Explanation:
Reorder point is calculated as: Lead time*demand per unit time=45*9=405
While the amount on-hand reaches 422 pounds, the manager was reordering lubricant.
During the lead time, Standard Deviation of Demand =Daily S.D*(Lead time)^0.5=3*(9^0.5)=9
Risk of Stock Out=(422-405)/9 S.D=1.89 S.D
From Normal distribution curve 1.89 S.D=0.0294=2.94%
Therefore, the risk of stock out=2.94%
Answer:
We have to assume specific tax rate to come up with the income tax expenses. Let assume the tax rate is 30%.
The income tax expense in year 2: $53,400.
Explanation:
We have:
Depreciation expenses of the equipment in the second year = (Initial cost - salvage value) / Useful life = (168,000 - 0)/4 = $42,000.
Profit before tax in year 2 = Sales in year 2 - operating expenses in year 2 - Depreciation expenses in year 2 = 520,000 - 300,000 - 42,000 = $178,000.
Income tax expense in year 2 = Profit before tax in year 2 x tax rate = 178,000 x 30% = $53,400.
So, the answer is $53,400.
Answer:
$34,243.28
Explanation:
Simple interest = P x r x t
where:
P = Principal
r = rate
T = time
Therefore simple interest = 20,000 x 6% x 4 = $4,800
Compound Interest = ((P*(1+r)^n) - P),
where P is the principal,
r is the annual interest rate = 7%, and
n is the number of periods = 4 years x 4 quarters a year.
Therefore compound interest = ((20000 (1+0.07)^16)-20000) = $39,043.28
Difference in interest = $39,043.28 - $4,800 = $34,243.28
