Answer:
Injunction
Explanation:
An Injunction is a court order requiring a person or a group of persons to desist from carrying out certain activities. If the person or group of persons desist from obeying the injunction, the individual(s) are in contempt of the court
Types of injunctions
- Permanent Injunctions
- Temporary restraining orders
- Preliminary injunctions.
The striking workers are affecting the activities of the company they work for. The next step the company is supposed to take is to take legal actions to stop the striking workers. this can be achieved with an injunction
Answer:
$3250
Explanation:
Given that
Purchase price = 42000
Salvage value = 3000
Useful life = 3 years
Recall that using straight line method
Depreciation value per year = (purchase price - salvage value) ÷ useful life
Thus,
= 42000 - 3000 ÷ 3
= 39000 ÷ 3
= $13000.
By December 31, 2019, only 3 month of usage has gone
Thus, value of depreciation by Dec 31
= 3/12 × 13000
= 0.25 × 13000
= $3250
Depreciation value recorded by year end is $3250
Answer:
A) 10,000=15.75 dollars per unit
15,000= 10.5 dollars per unit.
B) 10,000=1,260,000 in variable costs
15,000=1,875,000 in variable costs
Explanation:
In order to calculate the first one you just have to divide the fixed costs, which are operations and administrative charges on the production of the products, by the number of units made, which would be:
157,500/10,000= 15.75
157,500/15,000=10.5
And to calculate the difference between variable costing, you just have to multiply the cost of each unit by the number of units to be produced:
126x10,000=1,260,000
126x15,000=1,875,000
Answer: 5 sheets
Explanation:
The question seems incomplete, however, I found the mentioned equation:
We are told is in units of and is in units of , this means the other side of the equation must be in , as well.
So, if we make a dimensional analysis :
This means each sheet costs , then with a <u>Rule of three</u>, we can find how many sheets Hiro can purchase with :
If:
1 sheet ----
s sheets ----
Then:
Therefore, (the total credit left is zero) and we can verify by isolating it from the equation:
Answer:
Stock A = 0.3787
Stock B= 0.6212
Explanation:
The first step is to calculate the total value
= 145(47) + 130(86)
= 6,815 + 11,180
= $17,995
Therefore the portfolio weights of each stock can be calculated as follows
Stock A = 145(47)/17,995
= 6815/17,995
= 0.3787
Stock B = 130(86)/17,995
= 11,180/17,995
= 0.6212