Answer:
False
Explanation:
The revenue principle and the matching principles are two principles that help in the determination of the period in which expenses and revenues are recognized. In line with the principle, as long as any revenue is realizable, then such expenses or revenues are recognized. As long as services are rendered or goods transferred, regardless of the time in which the cash is received, revenue is recognized. However, accrued revenue is that which is recognized before receiving cash, while deferred revenue is the revenue recorded or realized after receiving cash.
Explanation:
It is an simplified version which makes us to understand and observe the "economic behavior"
It purely uses mathematical concepts and simplify the information and show only important or highlighting information.
You can alternatively use "economic theory" instead of "economic model"
A good economic model, will make the user to understand the complex information with the help of key pointers.
There are 2 broad classification of Economic model:
1. Theoretical
2. Empirical.
The commonly used economic model is the classic model, which constitutes of "The law of demand and the law of supply"
Answer: excess demand, underestimate
Explanation:
P= 1200 - 2Q
300= 1200 - 2Q
2Q = 1200 -300
2Q = 900
Q = 900/2
Q = 450
Quantity demanded is 450 units
Quantity supplied Q - P = 300
Excess demand = 450 - 300 = 150
The policy will lead to excess demand of 150 per month.
P= 1200 - 2Q
P= 1200 - 2(300)
= 1200 - 600
= 600
Willing to pay price is $600.
Deadweight loss = 0.5 × (Price buyers are willing to pay - ceiling price) × (market quantity supplied - ceiling quantity supplied)
= 0.5(600-300)(400-300)
= 0.5(300)(100)
= 15000
Deadweight loss is $15000
The welfare loss underestimate the actual loss
Answer:
associate's degree
Explanation:
most community colleges offer an associate's ddgree
Answer:
Option (C) is correct.
Explanation:
Here, we are using the double declining-balance depreciation method:
Given that,
Building cost = $800,000
Estimated residual value of the building = $50,000
Expected useful life = 25 years
Annual depreciation rate as per straight line method:
= 100 ÷ 25 years
= 4% per year
Hence, depreciation as per double decline balance method:
= 2 × Annual depreciation rate as per straight line method × Beginning value of each period
In year 1,
Ending value = Beginning value - Depreciation
= $800,000 - (2 × 4% × $800,000)
= $800,000 - $64,000
= $736,000
In year 2,
Depreciation = 2 × 4% × $736,000
= $58,880
