Answer:
would decrease.
Explanation:
The computation is shown below:
As we know that
Contribution = Sales - Variable Expenses
And,
PV Ratio = Contribution margin ÷ Sales
So, PV Ratio of C90B is
= ($24,000 - $6,480) ÷ $24,000
= 73%
And PV Ratio of Y45E is
= ($29,000 - $11,010) ÷ ($29,000)
= 62.03%
It increases in overall PV ratio also overall contribution would be more that reduced the break even point
Answer:
True
Explanation:
Opportunity cost refers to the benefits foregone of a non chosen alternative when an alternative is chosen.
Going to college represents opportunity cost in the form of money incurred specifically for pursuing studies and also the lost opportunity in the form of income foregone which could've been earned had the student worked somewhere.
Thus, dropping out of college would involve the opportunity cost in the form of money spent exclusively for study as well as the money which could've been earned had the individual preferred working.
Hence, the given statement is true.
2. How should employers respond to K to 12 graduates who apply for vacant positions in
3. What were the perceived disadvantages of K to 12 graduates pcompared to college students?
4. What factors could give K to 12 graduates an advantage in the labor market?
Discussion Questions
1.
What is the dilemma K to 12 graduates face when applying for a job?
their company? Pa help asap po
Dedicate yourself and you'll get the results you desire .
Answer: The following journal entries would apply:
<u>Purchase of franchise:</u>
Debit: Restaurant franchise (intangible asset) $85,000
Credit: Cash $85,000
<u>Amortization of franchise:</u>
Debit: Amortization charge $708
Credit: Accumulated amortization $708
Explanation: When the franchise was purchased, there was a cash outflow. So the above first entries would apply in order to recognize the intangible asset in Frazier Company's books. However, the intangible was meant to be amortized over 10 years, meaning $85,000/10 years = $8,500 annual amortization charge. We still have to divide this by 12 in order to arrive at the monthly amortization charge. So $8,500 divided by 12 months = $708 monthly. The above entries apply on amortization.