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.
A. allows you to diversify as opportunities develop.
Answer:
The effective annual rate on loan would be 8.24%
Explanation:
Formula for Effective annual rate ( EAR ) -
(1 + APR / Number of compounding periods in a year) ^ (Number of compounding periods in a year) - 1
where, the APR IS 8% ,
Number of compounding periods - 4 quarters
So now putting these values in the formula -
(1+8% / 4) ^4 - 1
= (1 + 2%) ^4 -1
= (1 + .02)^4 -1
= (1.02)^4 - 1
= 1.08243216 - 1
= .08243216
Now multiplying this by 100 to make it in percentage
= 8.24% ( approximately )
Answer: disturbance handler; decisional; more through others.
Explanation:
As a new manager, Candace has had to learn a lot, and sometimes her job is more stressful than she expected. As a manager, she needs to fulfill many roles. Candace schedules employees for shifts at the front desk, in the dog play areas, and in the bathing and grooming rooms.
This is part of the disturbance handler role of management, which falls under the decisional component. To adapt to being a manager, Candace has had to get things done by working more through others.
Answer:
E) Bright: No dominant strategy, Sparkle: Strategy 1
Explanation:
The payoff matrix above shows the profits associated with the strategic decisions of two oligopoly firms, Bright Company and Sparkle Company. The first entries in each cell show the profits to Bright and the second the profits to Sparkle. What are the dominant strategies for Bright and Sparkle, respectively?
Bright: No dominant strategy, Sparkle: Strategy 1
