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saveliy_v [14]
3 years ago
7

Down and Out Co. operates an executive placement service for corporate executives displaced by corporate restructuring. Its mont

hly total cost of cases is given by TC = 25 Q 1/2 + 2,500; the average cost at a caseload of 25 attempted placements per month is:
Business
1 answer:
lbvjy [14]3 years ago
5 0

Answer:

The average cost at a caseload of 25 attempted placements per month is 105.

Explanation:

The total cost function given in the question first correctly stated as follows:

TC = 25Q^1/2 + 2,500 ................ (1)

A caseload of 25 attempted placements implies that:

Q = 25

Substitute Q = 25 into equation (1), we have:

TC = (25 * 25^(1/2)) + 2,500 = 2,625

The average cost (AC) can now be calculated as follows:

AC = TC / Q = 2,625 / 25 = 105

Therefore, the average cost at a caseload of 25 attempted placements per month is 105.

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3 years ago
The 2019 balance sheet of Dyrdek’s Skate Shop, Inc., showed $530,000 in the common stock account and $2.3 million in the additio
Tju [1.3M]

Answer:

$80,000

Explanation:

The  \ expression \  for \  calculating \  cash  \ flow  \ to  \ stockholders \ is:

Cashflow  \ = \  Dividend  \ paid  \ during \  the \  year  \ -  \ change  \ in  \ t he \  value  \ of \  common  \ stock  \ during \  -  \ change \ in \ value \  of \ stock \ in \ the  \ previous \  yearHere;

Change \  in \  value  \ of \  Common  \ stock \ during  \ the  \ year \ = \ Value \ of \  Common \ stock \  of  \ the  \ Curren t \ Year -  Value\  of  \ Common  \ stock  \ of  \ the \ Previous \  Year

Change   \ in  \ valu e \  of  \ Additional \  paid  \ in  \ surplus \  account \  during  \ the \  year =

Value  \ of  \ Additional \ paid  \ in \  surplus \ account \ o f \  the  \ Current \  Year \ - \ Value \  of \ Additional \  paid  \ in \ surplus \  account \  of \ th e \ Previous \  Year

From the information given:

Dividend \ Payment  \ during \  the \  year 2020 = $320000

Value \  of  \ stock \  in \  current  \ yr= i.e. 2020 = $570000

Value \ of \ stock \ in \ previoius \ yr = i.e. 2019 = $530000

Change = $570000 - $530000 = $40,000

Value  \ of \  Ad ditional \  paid-in  \ surplus   \  acct  \ of    \ the  \ current  \ year = $2,500,000

Value  \ of \  Ad ditional \  paid-in  \ surplus   \  acct  \ of    \ the  \ previous  \ year = $2,300,000

Change = $2,500,000 - $2,300,000  = $ 200000

∴

By  \ using \  the  \ above \  information \ in \  the \  formula  \ for  \ calculating  \ the  \ cash  \ flow \ to

\ stackholder, \  we \ get:

= $320000 - $40,000 - $ 200000

= $80,000

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