Answer:
$300,000
Explanation:
Cash flow from investment are any cash that the company receives or pays for a long term investment for example buying a building or selling machinery etc. In this case the company bought building for a million dollars and land for half a million dollars. But the total cash investing outflow will be 300,000 because that is the cash that they initially paid or flowed out from their company, where as the rest was on mortgage. SO the total amount ofcash going out of the company for investing activities is $300,000.
Answer:
C. Credit to Cost Of Goods Sold
Explanation:
Over allocation refers to the scenario of assigning more than actual manufacturing overhead costs. This means profits would be understated in such a scenario and costs overstated.
The journal entry for adjustment of overallocated manufacturing overheads is:
Manufacturing Overheads A/C Dr.
To Cost Of Goods Sold A/C
(Being rectification entry for over allocated manufacturing overheads recorded)
Cost of Goods Sold is an expense and expenses are debited. A credit to such an account reduces it's balance as in the case above.
Answer:
It will increase by 0.91180239
The corrrect standard deviation is 79.96874389
Explanation:
<u>With the typo</u>
u = (100 + 200 + 250 + 275 + 300)/ 5 = 225
1 100 - 225 = -125
2 200 - 225 = -25
3 250 - 225 = 25
4 275 - 225 = 50
5 300 - 225 = 75
s = √{(1/(N-1) x (-125)^2 + (-25)^2 + 25^2 + 50^2 + 75^2)}
s = √{1/4 x 25,000}
s = 79.0569415
<u>With the correct value</u>
u = (100 + 200 + 260 + 275 + 300)/ 5 = 227
1 100 - 227 = -127
2 200 - 227 = -27
3 260 - 227 = 33
4 275 - 227 = 48
5 300 - 227 = 73
s = √{(1/(N-1) x (-127)^2 + (-27)^2 + 33^2 + 48^2 + 73^2)}
s = √{1/4 x 25,580}
s = 79.96874389
Difference 0.91180239
Answer: True
Explanation: The slope of the production function measures the change in output for each additional unit of input (the marginal return). It can be observed that the production function becomes flatter as more number of input is added. This exhibits the property of diminishing marginal return where at some point, adding an additional factor of production results in smaller increases in output. At this point, the effectiveness of each additional unit of input decreases.