Answer: $678,220
Explanation:
Given that,
Purchase Discounts = $ 11,000
Freight-in = $15,300
Purchases = $689,020
Beginning Inventory = $55,000
Ending Inventory = $45,600
Purchase Returns and Allowances = $15,100
Cost of goods purchased:
= Purchases + Freight in - Purchase discounts - Purchase returns and allowances
= $689,020 + $15,300 - $ 11,000 - $15,100
= $678,220
The earliest franchise of indoor cycling classes called Spinning
<h3>Spinning</h3>
- Spinning is a brand of indoor bicycles and indoor cycling instruction classes distributed and licensed by the American health and fitness company Mad Dogg Athletics.
In conclusion, we can conclude that the correct answer is spinning.
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That statement is true.
<span>outright bequest is another term for 'inheritance;.
When a man dies without writing any particular will, all of the assets that the man possess would be given to the spose. Due to unlimited marital deduction, the wife does not need to pay any form of taxes for all the wealth that she recieved</span>
The answer to this question is a Request for Proposal. The request for proposal or RFP is a document requested and being sent to various suppliers / sub-contractors in order to present their company's services and cost of goods or services. It is also a document that is presented thru a bidding process in order to get the project from a certain company.
Answer:
2 more cars will be produced in the market equilibrium versus the social optimum. The right answer is a.
Explanation:
According to the given data we have the following:
demand for cars is given by the function P = 75 − 3q
private costs are given by the function P = 10 + 2q
75 − 3q= 10 + 2q
Therefore, 65=5q
q=13
P=36
Therefore, socially optimal number of cars is 13.
To calculate How many more cars will be produced in the market equilibrium versus the social optimum, we have to calculate the following:
social cost=10+2q+10
=20+2q
75 − 3q=20+2q
55=5q
q=11
P=20+2(11)=42
Therefore, Qm-Qs=13-11
Qm-Qs=2
2 more cars will be produced in the market equilibrium versus the social optimum