Correctly written options;
b. deciding this issue is unimportant
c. attempting to stop the contractor using undocumented workers
c. rationalizing that it is not her problem since she is not the contractor
d. coming to accept that using undocumented workers does not harm workers’ rights
Answer:
<u>all of the above</u>
<u>Explanation:</u>
In no way would any of the options above relieve the discomfort of Mrs. Jonas because her own job is at stake; if it is discovered she failed to perform her duties as expected. Attempting to stop the contractor would more likely bring great discomfort especially if things get too physical.
Thus, her best course of action would be to terminate the contract.
Answer:
a. $65,000.
Explanation:
since the price index for year 20x0 is 1, then the inventory balance using dollar value LIFO = $65,000 / 1 = $65,000.
Dollar value LIFO works in cost layers, or pools of inventory.
E.g. the 20x1 inventory would be worth:
($126,000 / 1.05) = $120,000
($120,000 - $65,000) x 1.05 = $57,750
value of 20x1 inventory = $65,000 + $57,750 = $122,750
Second one! sound professional!
Let's call
x = Amount of candy sold at $ 0.15.
y = Amount of candy sold at $ 0.08.
We must make the following system of equations:
x + y = 17
0.15x + 0.08y = 1.92
Solving the system of equations:
0.15x + 0.08 (17-x) = 1.92
0.15x-0.08x + 1.36 = 1.92
0.15x-0.08x = 1.92-1.36
0.07x = 0.56
x = 0.56 / 0.07 = 8
On the other hand,
x + y = 17
8 + y = 17
y = 17-8 = 9
Finally, Timmy bought 8 pieces of candy for $ 0.15.
Answer:
increasing sales revenue and operating expenses by the same percentage.
Explanation:
Return of investment is defined as the profit that is gained on a certain amount of invested capital in a business.
A business ensures it has a high return on investments to satisfy customer need for profit. It is a ratio of net profit to invested capital.
This also boosts confidence to invest more.
To increase ROI a firm will need to increase profit and operating expense by the same percentage.
For example if profit in a business is $100 and operating expense is $80, the net profit will be $20
However if we increase both sales revenue and operating expense by 10%, we will have profit of $110 and a operating expense of $88. The net profit will now be $22 resulting in a higher ROI.