Answer:
c.$209,160
Explanation:
Given that the cash received from each sale will be collected over 2 months. If 30% of mechanize is to be sold for cash, then 70% will be sold on account. Further more, 80% of the credit/sale on account will be collected in the month of sale and 20% in the following month.
Hence for October, cash collection will include 20% of credit sale from September and 80% of the credit sale in the month.
Given that sales in September is $250,000
Amount expected to sold on account
= $250,000 - (30% × $250,000)
= $175,000
Amount expected to be collected from this sale in October
= 20% × $175,000
= $35,000
Amount of credit sale in October
= $311,000 - (30% × $311,000)
= $217,700
Amount of this credit sale to be collected in October
= 80% × $217,700
= $174,160
Total collected from accounts receivable in October
= $174,160 + $35,000
= $209,160
This sounds like the Tentative phase according to Ginzberg. It sounds like Libby is between 11 and 17 as well learning what she likes.
Answer:
e.$8,000 of fixed costs and $108,000 of variable costs.
Explanation:
Fixed costs don't change with a change in production volume, therefore, fixed costs remain $8,000.
The cost per unit to produce 15,000 units is:
Assuming a new production volume of 18,000 units, budgeted variable costs are:
The budgeted amounts are: e.$8,000 of fixed costs and $108,000 of variable costs.
Answer: 1.048
Explanation:
First let us calculate the amount in Con Edison
= 50,000 - 20,000 - 12,000
= $18,000
To calculate the Portfolio Beta, you take the sum of the respective betas of the various stocks in the portfolio multiplied by their proportion in the portfolio.
Intel = 20,000/50,000
= 2/5
GE = 12,000/50,000
= 6/25
Con Edison = 18,000/50,000
= 9/25
Adding them up we will have
= (1.3*2/5) + (1*6/25) + (0.8*9/25)
= 1.048
If you need any clarification do react or comment.
Answer:
the options are missing:
- Always accept Project A.
-
Accept Project B if the required return is less than 13.1 percent.
- Be indifferent to the projects at any discount rate above 13.1 percent.
- Accept Project B only when the required return is equal to the crossover rate.
- Always accept Project A if the required return exceeds the crossover rate.
the answer is:
5. Always accept Project A if the required return exceeds the crossover rate.
The crossover point tells us that one project must be chosen if the IRR is higher than the cross over point, but if the IRR is lower, then the other alternative should be selected.
In this case, the cross over point is 12.3% and we are told that project A should be selected if the required IRR is 13.1%. That tells us that the alternative that we must choose above 12.3% is project A. Project B should be selected if the IRR is less than 12.3%.
