Answer:
Credit of $80,000
Explanation:
Big-Mouth Frog Corporation Calculation for Retained earnings
Using this formula
Retained earnings =Revenue- Expenses
Where,
Revenue =$200,000
Expenses =$180,000
Let plug in the formula
Retained earnings =$200,000-$180,000
Retained earnings =$80,000
Therefore when the Income Summary is closed to Retained Earnings, the amount of the credit to Retained Earnings will be $80,000
Answer:
The answer is: the following three should be used.
- net present value (NPV)
- traditional payback period (PB)
- the modified internal rate of return (MIRR)
Explanation:
First of all, the NPV of the four projects must be positive. Only NPV positive projects should be financed. If the NPV is negative, the project should be tossed away. This is like a golden rule in investment.
Now comes the "if" part. What does the company value more, a short payback period or a higher rate of return.
If the company values more a shorter payback period (usually high tech companies do this due to obsolescence), then they should choose the project with the shortest payback period.
If the company isn't that concerned about payback periods, then it should choose to finance the project with the highest modified rate of return. This means that the most profitable project should be financed.
Answer:
$935.61
Explanation:
Firstly, we need to calculate weighted average inventory cost at every time anchors (purchase - in or sell - out)
At time t = 1, 64 units @ 5 per unit.
At time t = 2, 64 + 110 = 174 units @ (64 x 5 + 110 x 5)/(64 + 110) = 5 per unit.
At time t = 3, 174 - 90 = 84 units @ 5 per unit.
At time t = 4, 84 + 55 = 139 units @ (84 x 5 + 55 x 6)/(84 + 55) = 5.40 per unit.
At time t = 5, 139 - 90 = 49 units @ 5.40 per unit.
Cost of goods sold for the year = 90 x 5 + 90 x 5.40 = $935.61
Answer:
Mathematical literacy is the ability to analyze, reason, and communicate ideas effectively through posing, formulating, solving, and interpreting solutions to mathematical problems in a variety of situations.
The following clusters should be researched;
• Probability/Statistics
• Research/Optimization
• Discrete Mathematics
• Scientific Computing
The programs that emphasize mathematical reasoning, mathematical modeling and computation, abstraction from the particular, innovative application of mathematics, and development of new methodology.
Explanation:
