When using the "addition rule" always be careful to avoid double-counting outcomes.
At the point when two occasions, A and B, are mutually unrelated, the likelihood that A or B will happen is the total of the probability of every occasion. The addition rule for probabilities portrays two formulas, one for the likelihood for both of two totally unrelated occasions occurring and the other for the likelihood of two non-commonly occasions occurring.
Answer:Manufacturing costs assigned to completed units = $1143192
Explanation:
Material Costs = $600 000 (added at the beginning)
Conversion costs = $642600 incurred uniformly through out the process
Units Started = 100 000
Units on hand = 8000 units 40% complete
Units completed = 100 000 - 8000 = 92000 units
Percentage of units completed = 92000/100 000 = 92%
Material costs = $600 000 x 92% = $552000
Conversion Costs = $642 600 x 92% =$591192
Manufacturing costs assigned to completed = $552000 + $591192
Manufacturing costs assigned to completed units = $1143192
Answer:
80 dollars.
Explanation:
Opportunity cost is the cost of the next best option that was forgone when one alternative is chosen.
Lisa next best option is going out with a friend, which she values at 80 dollars.
I hope my answer helps you
Answer:
Option D (profitability index) is the correct choice.
Explanation:
Options aren't mentioned in the issue above. Please find the full query attachment here.
Capital budgeting seems to be the mechanism whereby the creditors assess the value of a future investment project. This corresponds to something like the timeframe by which the planned project can produce adequate income to regain the original investment.
<u>The 3 most prevalent frameworks to contractor choosing are given below:</u>
- Payback period.
- Net present value.
- Internal rate of return.
Some other choices have no relation with the specified scenario. So that the option here is just the appropriate ones.
Answer:
"Yesterday"
Explanation:
The song Yesterday was released by the Beatles in 1965 on the album "Help!"
