Answer: B) employee’s compensation.
The income approach to measure gross domestic product or GDP starts with the income earned (wages plus plus rents plus interest plus profits) from the production of goods and services.
Based on the income-based method of calculating GDP, income or wages earned by Joe and Michelle for being partners can be categorized under B) employee’s compensation.
Answer:
Flexible resources
Explanation:
Flexible resources are defined as those that can be utilised under different categories of resource groups.
They are able to serve multiple functions.
For example money can be used for different activities like production of goods, training of staff, purchase of raw materials, and so on.
Time can be allocated to different endeavours.
Same applies to energy. It can be focused on pursuing various objectives
Answer:
total payment will be $21,000.
Explanation:
The Payment at maturity will include, the Principle amount (amount borrowed) and the Interest that accrued over the period of the note payable.
<u>Total Payment Calculation :</u>
Principle amount = $20,000
Interest ($20,000 × 5%) = $1,000
Total Payment = $21,000
Answer:
The answer to the three fill in the banks as per order given in question are- store of value , unit of account , medium of exchange.
Explanation:
When $500 are kept in piggy bank to buy laptop, it illustrates the store of value function of money. This is a function where money is kept or stored to purchase some item in the future, given money doesn't lose its purchasing power .
The $500 price of laptop shows the unit of account function of money , where money is the standard numerical of measurement for the goods and services or any other transaction in the market.
The $500 which was used to buy the laptop shows the medium of exchange function of money , where money is used as intermediary for exchange of goods and services.
Answer:
the beta of the second stock is 1.77
Explanation:
The beta of the second stock is shown below;
Investment in each = (1 ÷ 3)
Now as we know that
Portfolio beta = Respective investments × Respective weights
1 = (1 ÷ 3 × 1.23) + (1 ÷ 3 × beta of the second stock) + (1 ÷ 3 × 0)
We assume the Beta of risk-free assets would be zero
1 = 0.41 + (1 ÷ 3 × beta of the second stock)
The beta of the second stock is
= (1 - 0.41) × 3
= 1.77
Hence, the beta of the second stock is 1.77
