Answer:
It would need 549 guests to break even.
Explanation:
The first step will be know the Contribution Margin:

Variable Cost
Food 120
Other 8
Total 128
Next we do the Contribution Margin, which represent how much cash each guest generates to pay the fixed cost
500- 128 = 372
Then we Calculate the total fixed cost we need to pay
Rental 150,000
Advertising 50,000
Entertainment 4,000
Total 204,000
Now we calculate the Break Even Point in units (for this case, in guests)


It would need 549 guests to break even.
Answer:
The annual financial disadvantage of eliminating the division is $30,000.
Explanation:
contribution margin = revenue - variable costs = $200,000
fixed expenses = $500,000
net loss = $300,000.
If the division is eliminated, only $170,000 of the fixed expenses can be avoided, therefore the company's fixed expenses will remain at $330,000.
Therefore, eliminating the children's division will result in a $30,000 (= $330,000 - $300,000) decrease in net income.
Answer: a change in the price level.
Explanation:
A shift in the aggregate supply curve is caused by non-price changes such as real wages of the workers, tax, technological innovation, productivity level etc.
The change in price will only result in the movement along the supply curve, which is also referred to as the change in quantity supplied. A change in price will not cause a shift on the aggregate supply curve.
Therefore, option A is the correct answer.
Those shops which are located in the mid of the mall and operated from there are called as Mall Koisk.
Answer:
contest sponsors have to deposit $6795163.17 in the escrow account
Explanation:
given data
amount = $10 million
time = 20 year
rate = 4 %
to find out
how much do the contest sponsors have to deposit in the escrow account
solution
we know Cash flow per period = 10000000/20 = $500000
we will apply here future value formula to find amount
future value = cash flow ×
here r is rate and t is time
put here value
future value = 500000 ×
future value = 6795163.1724
so contest sponsors have to deposit $6795163.17 in the escrow account