Answer: Depreciation expense for 2021 = $825
Depreciation expense for 2022 =$3, 300
Explanation:
Using Straight line depreciation
We have that our Annual depreciation= Purchase price - salvage value / useful life.
$22,500 - $2,700 / 6
=19,800/6
$3, 300
Depreciation expense for 2021 ( from October to December )
$3,300 x 3/ 12= $9,900/12
=$825
Depreciation expense for 2022 ( From January to December)
Annual Depreciation = $3,300
Answer:
b. In the first economy, the spending multiplier is greater than in the second economy. In the third economy, the spending multiplier is undefined
Explanation:
This can be easily understood by going through some calculations in a spending multiplier formula.
WORKINGS
The formula for Spending Multiplier = 
Spending Multiplier
Economy 1: Multiplier =
= 2
Economy 2: Multiplier =
= 1
Economy 3: Multiplier =
= undefined
Note: MPS can be abbreviated as Marginal propensity to save
As we can see here economy 1 is 50% greater than economy 2 and economy 3 is undefined because they spend whole dollar they earn additionally.
On behalf of the above calculations, option B is a perfect match!
Answer:
The correct answer is that: informants are difficult to control and the police can not trust in them always.
Explanation:
To begin with, if the police officer finds out that the informant went behind his back and purchase drug then the officer must understand that the informant is not trustful and moreover<u> he could mean a risk to the whole undercover operation</u> that the police officer is managing, therefore that the scenario is propounding that situations like that exemplify that informants can not be trusted due to the fact that they are ex convicted and that is why the officers have to be carefull when working with them.
Opportunity Cost = It is the cost that is to be sacrificed for achieving something else.
Given: -
Campus parking fess (class) = $4
Income earned through working for 4 hours in place of attending class = $40 ($10/hr)
Solution: -
Opportunity cost of attending class = $4 + $40 = $44.