<u>Full question:</u>
Bobby is speaking to his friend and says, "this musical is going to cost me $60 when I buy the ticket." His friend corrects him and says, "actually, this concert will cost you more than $60 since you have to miss work." His friend is referring to the _________________.
Select the correct answer below:
a)economies of scale
b)budget constraint
c)opportunity cost
d)opportunity set
<u>Answer:</u>
His friend is referring to the opportunity cost
<u>Explanation:</u>
Opportunity costs describe the gains a person, investor or company drops out on when picking one choice over another. The cost of practicing something is previously the cost of the highest-valued alternative use. Bottlenecks are frequently a condition of opportunity costs.
The method for determining an opportunity cost is solely the contrast within the expected returns of any option. Estimating opportunity costs can lead you to more effective decision-making. Opportunity cost examination also performs a crucial role in preparing a business's capital structure.
The answer is: 1. the merchandise was ordered by the company
The auditor could easily obtain this information by looking at the company's purchase order. Purchase order would contain information regarding sellers, types of products, dates, prices, and quantities of the products ordered. This information is what the auditor need to fully verify the inventory acquisition.
<span>About 3.8 million persons arrived in Italy during the period 1899 and 1924. This amount is far greater that the amount that left during that period.</span>
Answer:
a. gross income test
Explanation:
because quailfying children must pass the relationship, age support, residence tests.However,there is no requirement relating to gross income for purposes of the qualifying child test.
We have
that
Cost
total-------------------------$10 coupon+$30.25=$40.25
<span>ice
cream costs $1.50*2</span>=
-$3
<span>admission
cost $18*2</span>= -$36
<span>soda
cost $X*1</span>=
-$X
$40.25=$3+$36+$X
$X= $ 1.25
a
soda costs at the amusement park $ <span>1.25</span>