The price at which equilibrium is reached is known as the equilibrium price. In economics, the equilibrium price is reached when the quantity of a certain product will match the demand of a certain product with regard to price per product. In order to solve for this, you have to compute for quantity demand and quantity supply. After that, you have to graph the line of these two equations and find where these two lines would intersect to find the equilibrium price.
Answer:
Entries are given below
Explanation:
Calculations
Cash = ($68,000 x 90%) - ($68,000 x 2%)
Cash = $61,200 - $1,360
Cash = $59,840
Loss on sale = ($68,000 + $3,800) - ($59,840 +$5,800)
Loss on sale = $71,800 - $65,640
Loss on sale = $6,160
Entries
DEBIT CREDIT
Cash $59,840
Loss on sale $6,160
Receivable from factor $5,800
Recourse liability $3,800
Receivables $68,000
Answer:
26.66 or 27%
Explanation:
The computation of the margin of safety percentage is shown below:
Margin of Safety
= 100 - Break Even %
= 100 - 73.33
= 26.66 or 27%
Working Note
Sales (3,000 units) $60,000
Less: Variable expenses -$42,000
Contribution margin -$18,000
CM Ratio (A) 30.00%
Fixed expenses (B) 13,200
Break Even Point C = B ÷ A 44,000
Break Even % of Total Sale 73.33%
Answer:
The operating profit for this year amounts to $ 550,000
Explanation:
Operating Profit is computed below as:
Operating Profit = Revenue - Expense (Fixed Cost + Variable Cost)
= $1,950,000 - ($200,000 + $1,200,000)
= $1,950,000 - $1,400,000
= $550,000
Revenue = Number of frozen dinners × Selling Price
= 150,000 × $13
= $1,950,000
Variable Cost = Number of frozen dinners × Cost per frozen dinner
= 150,000 × $8
= $1,200,000
Explanation:
As most students discover, college is not the same as high school. For many students, college is the first time they are “on their own” in an environment filled with opportunity. And while this can be exciting, you may find that social opportunities conflict with academic expectations. For example, a free day before an exam, if not wisely spent, can spell trouble for doing well on the exam. It is easy to fall behind when there are so many choices and freedoms.
One of the main goals of a college education is learning how to learn. In this chapter we zoom in on learning how to skillfully manage your time. To be successful in college, it’s imperative to be able to effectively manage your time.
In the following Alleyoop Advice video, Alleyoop (Angel Aquino) discusses what many students discover about college: there is a lot of free time—and just as many challenges to balance free time with study time
