Answer:
Money send to Ellen = $2163.15
Explanation:
Discount offered by the Ellen Co. = 1%
Owed amount = $2185
Since the amount is repaid within 15 days to the offer of a 1% discount will be applicable. So the Handler will send an amount that is 1% less than the actual amount.
Money send to Ellen = 2185 - (1% x 2185)
Money send to Ellen = $2163.15
Answer:
C) increase liabilities and assets by $20,000.
Explanation :
Any financial transaction affects both assets and liability equally. If asset is increased , liability also is increased and vice-versa.
In the given problem , Option A and option B states that while one increases , other decreases. which is not possible .
So option C is correct.
Answer:
96 pages in two hours
Explanation:
You can read 48 pages in 1 hour because 15 x 4 is 60, and 12 x 4 is 48. So you just double 48 and you get 96.
Answer:
Option D is the correct answer.
<u>Yes,it should be eliminated. Because operating income will increase by $15,200</u>
Explanation:
Increase (Decrease) in operating income
= Avoidable fixed costs - Contribution margin lost
= 26,400 - 11,200
= $15,200
Answer:
A
Decision: Project A should be selected.
B
NPV =$40,909.09
Explanation
A
<em>Since the two projects would achieve the same objectives, the project with the lowest initial cost should be selected.</em>
Kindly note that the $2 million already spend on project A is not a relevant cash flow because it is sunk cost. Hence, the initial cos outlay of project A will be $2 million which will be spent should the project be undertaken.
Project B on the other hand would cost $1.5 million in initial cost which is $500,000 cheaper than project A.
Decision: Project A should be selected.
B
<em>The NPV is the difference between the PV of cash inflows and the PV of cash outflows. A positive NPV implies a good investment decision and a negative figure implies the opposite. </em>
NPV of an investment:
NPV = PV of Cash inflows - PV of cash outflow
Initial cost = 50,000
The NPV of the savings
NPV = 100,000× 1.1^(-1) - 50,000= 40,909.09
NPV =$40,909.09