幫我解問題 幫幫忙 很急… 要知道意思 還有答案
reconsider the problem facing the management of the special products company as presented in section 1.2
a more detailed investigation now provided better estimates of the data for problem.
the fixed cost of initiaing production of the limited edition grandfather clocks still is estimated to be $50000 but the new estimate
of the marginal cost is $500. the revenue from each grandfa-ther clock 
sold now is estimated to be $700.

a. use a graphical procedure to find the new break-even point.

b. use an algebraic procedure to find the new break-even point.

c. state the mathematical modl for this problem with the new data.

d. incorporate this mathematical model into a spreadsheet with a sales 
 forecast of 300. use this spreadsheet model to find the new break-even
 point, and determine the production quan-tity and the estinated total 
 profit indicated by the model.

e. suppose that management fears that the sales forecast may be overly optimistic and so does not want to consider producing more than 200 grandfather clocks. use the spreadsheet from part d to determine what the producion quantity should be and the estimated total profit that would result.
重新考慮這個當面臨特別產品公司的管理時的問題（像在第1.2 部分裡提出的那樣）
在一個更詳細的調查下，請在現在對此問題的數據提供更好的估計。 

限定出版(或限量生產)的老式落地座鐘它的期初生產費用（此為固定成本）仍然被估計為50000 美元，但是對邊際成本的新估價是500 美元。 估計現在出售的每台老式落地座鐘的收入是700 美元。

ａ.請使用圖解的程序來發現新的收支相抵點。 

ｂ.請使用代數的程序(數學的方式)來發現新收支相抵點。
 
ｃ. 請說明此問題在使用新數據之後的數學模型。 

ｄ. 在銷售預測為300下（不過我不知道這裡是講銷售量還是指金額>"<），把這個數學模型編入一張電腦表格。使用這個電子表格模型發現新收支相抵點，並且確定以此模型所得出的生產數量以及估計的總利潤。

ｅ. 假設經理害怕此銷售預測可能過度樂觀，因此不想要考慮生產超過200台老式落地座鐘。使用電子表格來決定生產數量應該為多少，並且估計可能將產生的總利潤。
this is a type of problem called linear programming. you'll want to first define your variables:
 
x = number of motorcycles made
y = number of bikes made
 
 
 
then, write equations that bound your problem:
 
0 ≤ x ≤ 100    (you can't make more than 100 or fewer than 0 motorcycles)
0 ≤ y ≤ 250    (you can't make more than 250 or fewer than 0 bikes)
x + y ≤ 300    (you can't make more than 300 vehicles total)
 
 
 
now, plot those equations and find the region of intersection. the region should be some enclosed polygon where all the equations are true. so:
 
draw vertical lines at x = 0 and x = 100. the first equation is true between those lines.
 
draw horizontal lines at y = 0 and y = 250. the second equation is true between those lines.
 
draw a diagonal line at y = -x + 300. the third equation is true below that line.
 
the enclosed region is a pentagon, with one side formed by each of the five lines.
 
 
 
now, find the vertices of the region of intersection. since yours is a pentagon, you'll want to find five vertices. some are straightforward:
 
x = 0 and y = 0 intersect at (0, 0)
x = 0 and y = 250 intersect at (0, 250)
x = 100 and y = 0 intersect at (100, 0)
 
some are slightly less straightforward:
 
y = -x + 300 and x = 100 intersect where y = -100 + 300. that's (100, 200)
y = -x + 300 and y = 250 intersect where 250 = -x + 300, or -x = -50, or x = 50. that's (50, 250)
 
so, the five points of intersection are (0, 0), (0, 250), (100, 0), (100, 200), and (50, 250).
 
 
 
now, write an equation for profit, p:
 
p = 1220x + 380y
 
this equation will have its maximum value (and its minimum value) at one of those vertices. plug each vertex in to figure out which gives you the maximum profit:
 
p = 1220(0) + 380(0) = 0 + 0 = $0
p = 1220(0) + 380(250) = 0 + 95000 = $95,000
p = 1220(100) + 380(0) = 122000 + 0 = $122,000
p = 1220(100) + 380(200) = 122000 + 76000 = $198,000
p = 1220(50) + 380(250) = 61000 + 95000 = $156,000
 
your maximum profit is $198,000, at 100 motorcycles and 200 bikes. 1. the expected pay-out on each policy is 250 * 1/90 + 12000 * 1/100 + 17000 * 1/400 = $165.  so that's what the premium would have to be in order to get a profit of 0.
 
2. the profit per policy is the premium the company receives minus the expected payout = 350 - 165 = $185.
 
3. the expected profit on 375 policies would be 375 * 185 = $69375 a pattern with twelve data and twelve greedydata is going to be ridiculously expensive if it fails to match. it may well exceed the 30 second timeout. i would suggest you match multiple patterns to pick out parts of the message

grok {

break\_on\_match => false

match => {

… It's going to be sheer luck anyone is running that setup so try this. Break the problem down to smaller steps. If a step can't be accomplished then it's too big a step. Break it down further. ?problem 10.6


journalizing closing entries 
the following account names and balances appear on the worksheet for kits & pups grooming for the month ended december 31. 
 



instructions. using this information, record the closing entries for kits & pups grooming. use general journal page 11.




 step by step solution




step 1 of 3


income statement can be defined as the summary of the revenue generated and the expenses incurred by the company during the financial year. it is used to calculate the net income and evaluate the profitability.




step 2 of 3


date
 accounts and explanation
 debit
 credit
 dec 31
 income summary
 2,310,000
 

 

 abe shultz, capital
 

 2,310,000
 

 

 

 

 dec 31
 boarding revenue
 2,000,000
 

 

 grooming revenue
 800,000
 

 

 income summary
 

 2,800,000
 

 

 

 

 dec 31
 income summary
 490,000
 

 

 advertisement expenses
 

 70,000
 

 equipment repair expenses
 

 120,000
 

 maintenance expenses
 

 50,000
 

 rent expenses
 

 170,000
 

 utilities expenses
 

 80,000
 

 

 

 

 



step 3 of 3


particular
 amount
 opening balance
 5,270,000
 add: net income
 2,310,000
 less: withdrawal
 (700,000)
 ending capital balance
 6,880,000 hi,

lots of great explanations below, but i fear they might be difficult to truly conceptualize. 

let's start with a pie!

if there's a pie in front of us, that is the market. we'll call it 100 units of pie

we cut the pie in half - one piece (50 pie units) for you, and one piece (50 pie units) for me

scenario 1: we do nothing, we both have 50% market share.

scenario 2: i eat half my pie. my pie slice is now 25 units, yours is still 50 units. as a result, you have 67% of the market share and i have 33%. my "revenues" have fallen and my market share has fallen. your revenues haven't changed but you've gained market share

scenario 3: not only do i eat half my pie, but you also eat 20% of yours. still, i ate more, so even though your "revenues" are down, you've still gained market share.

scenario 4: we both get given more pie (yay). but, i get a whole other 50 units, and you only get 5 more. your "revenues" are up, but you've still lost market share!

i've created the below image for you to visualize this better (click on it to blow it up)...hope this helps! Hi,  

  

check the following Code  

SQLCopy Code

```
-- Question 1 Answer
SELECT E.EmployeeID,E.Day, (E.TotalTime/60) 'TotalHours', (E.TotalTime%60) 'Minites'
FROM (SELECT EmployeeID,CONVERT(VARCHAR(10),FromTime,102) 'Day',SUM(DATEDIFF(mi,FromTime,ToTime)) 'TotalTime'
      FROM tblEmployeeTimeCard
      GROUP BY EmployeeID,CONVERT(VARCHAR(10),FromTime,102))E

-- Question 1&2 Answer
SELECT E.EmployeeID,E.Day, (E.TotalTime/60) 'TotalHours', (E.TotalTime%60) 'Minites',
CASE WHEN (E.TotalTime/60)>=6 THEN E.TotalTime - (30* ROUND((E.TotalTime/60*6),1))
     ELSE (E.TotalTime/60) END 'TotalWorkHours'
FROM (SELECT EmployeeID,CONVERT(VARCHAR(10),FromTime,102) 'Day',SUM(DATEDIFF(mi,FromTime,ToTime)) 'TotalTime'
      FROM tblEmployeeTimeCard
      GROUP BY EmployeeID,CONVERT(VARCHAR(10),FromTime,102))E
```
  

  

For ur Question 2, I am not getting. give some more details about that. if possible send some sample data. if access over lap like (From date is 2013 -04-05 11:55:00PM to 2013-04-05 19:10:00PM)  

then we can't able to fine the time difference. So check the code for Question No 1 and give the feedback.  

  

Regards,  

GVPrabu Economists recognize three distinct stages of production, which are defined by a concept known as the law of diminishing marginal returns. This law holds that as you add more workers to the production process, output will increase -- but the size of that increase will get smaller with each worker you add. At some point, if you keep adding workers, your output may even start shrinking. The idea of the three stages of production helps companies set production schedules and make staffing decisions.  
Stage one is the period of most growth in a company&#039;s production. In this period, each additional variable input will produce more products. This signifies an increasing marginal return; the investment on the variable input outweighs the cost of producing an additional product at an increasing rate.  
Stage two is the period where marginal returns start to decrease. Each additional variable input will still produce additional units but at a decreasing rate. This is because of the law of diminishing returns: Output steadily decreases on each additional unit of variable input, holding all other inputs fixed.  
In stage three, marginal returns start to become negative. Adding more variable inputs becomes counterproductive; an additional source of labor will lessen overall production. For example, hiring an additional employee to produce cans will actually result in fewer cans produced overall. This may be due to factors such as labor capacity and efficiency limitations. In this stage, the total product curve starts to trend down, the average product curve continues its descent and the marginal curve becomes negative. hi paul,

i believe the financial reporting covers in quite a lot of detail exactly what you are looking for.

from what i can tell you aren’t using templates in your tables…

[[image]](https://forum.enterprisedna.co/uploads/db7134/original/2x/5/559a333f85c159c8d9bec9235ca5c45997d08858.png "image")

if you want to get a certain order and custom table then you really need to use the template approach covered in t… Your explanation is not consistent. You state that the user is to enter a range as in "find me all numbers between x and y that are divisible by both 3 and 4." Later you state that you "input value 120 10 times". That is inconsistent with the problem so either the problem is stated incorrectly or you are not inputting the expected data. Decide what is the correct problem then write it up in pseudo-code before you write the actual code.


If a range is expected, make sure you test that it is a valid range (x <= y).