Answer:
Lake's operating income is $120000
Explanation:
Operating income is the income generated by the operations of company less its operating cost. Another name that is used for operating income is Earnings before interest and tax (EBIT). The charges or income relating to non operating or financing activities is not included in the operating income and nor is the tax deduction included.
The formula for operating income = Sales - Cost of Sales - operating expenses.
The operating expenses here, are = Advertising + Salaries + Utilities
Thus, operating expenses = 60000 + 55000 + 25000 = $140000
The Operating Income = 440000 - 180000 - 140000 = $120000
Suppose the government increases spending on public education by $700 million and individual spending on private education drops by $500 million. this is an example of incomplete crowding out.
<h3>What occurs when government spending rises?</h3>
- Greater government spending, according to Keynesian economics, improves aggregate demand and consumption, which results in increased production and a quicker exit from recessions.
- Long-term economic growth is lowered when the size of government is steadily increased.
- Spending by the government distorts incentives, lowering output and efficiency.
- These assertions are supported by academic research and supported by relevant economic statistics.
To learn more about recession, refer to the following link:
brainly.com/question/1417711
#SPJ4
Answer:
$626,000
Explanation:
Kela corporation has a net income of $550,000
Depreciation expense is $76,000
Cash is $53,000
Therefore the total cash inflows from operating activities can be calculated as follows
=$550,000 + $76,000
$626,000
Hence the total cash inflow from operating activities is $626,000
Answer:
a. What are the maximum and minimum cycle times?
The maximum cycle time is 60 minutes and the minimum cycle time is 2.4 minutes.
b. How much daily output will be achieved by each of those cycle times?
Daily output = CT = A/R
For max CT = 480/60 = 8 units per day
For min CT = 480/2.4 = 200 units per day.
2. In problem 1, suppose the line is balanced using 14 workstations and a finished product can be produced every 4.5 minutes.
a. What is the production rate in units per day?
CT = A/R or 4.5 = 480/R or R = 106.66 units/day
b. What is the assembly-line efficiency?
Efficiency = 60/[4.5(14)] =0.95 or 95.2% percent efficiency.
