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velikii [3]
3 years ago
11

Central Perk orders their organic coffee filters from a South American supplier that mails them as inexpensively (hence, as slow

ly) as possible. Central Perk uses 80 filters a day with a standard deviation of 5 filters per day. It would be disastrous if they ran out of these filters, years ago customers caught them using paper towels from the men's room and business suffered. They have set their service level at 99% in hopes of avoiding a similar situation. It takes a fortnight to receive a shipment and the standard deviation of the shipping time is two days. What is safety stock they need to carry to meet the 99% service level?
Business
1 answer:
Damm [24]3 years ago
3 0

Answer:

1495 filters are considered as safety stock.

Explanation:

d = 80 filters, std devd= 5, L = 14 days, std dev L= 2 days

Std dev dL = Sq rt ( Lσ d2 + d 2σ L2  ) = sq rt ( 350 + 25600) = 161 filter

z= 2.33 at 99% SL

safety stock = 2.33 X 161 = 375 filter

Reorder point = dL + Safety stock = 80 X 14 + 375 = 1495 filters

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3 years ago
Bindy Crawford created a corporation providing legal services, Skysong, Inc., on July 1, 2022. On July 31 the balance sheet show
ad-work [718]

Answer:

Bindy Crawford

1. Tabular Analysis of the August Transactions:

       Cash   Accounts  Supplies  Equipment  Accounts  Common  Retained

                  Receivable                                      Payable                    Earnings

7/31   $4,600  $7,400      $730        $9,900      $9,100    $11,700       $1,830

8/1      +1,200   -1,200

8/4     -2,770                                                        -2,770

8/9     +3,510  +2,540                                                                           +6,050

8/15       -510                                       +4,180     +3,670

8/19   -2,480                                                                                          -2,480

8/23     -670                                                                                             -670

8/26 +5,700                                                      +5,700

8/31      -370                                                                                             -370

8/31  $8,210  $8,740       $730       $14,080  $15,700     $11,700     $4,360

2. Income Statement for the month of August

Service revenue                $6,050

Salaries expense    $1,390

Rent expense              760

Advertising expenses 330

Utility expenses          370   2,850

Net income                        $3,200

3. Retained Earnings Statement for the month of August

Retained earnings, July 31    $1,830

Net income                             3,200

Dividends                                  (670)

Retained earnings, Aug. 31 $4,360

4. Classified Balance Sheet as of August 31

Assets

Current Assets:

Cash                        $8,210

Accounts receivable 8,740

Supplies                       730     $17,680

Long-term Assets:

Equipment                              $14,080

Total assets                            $31,760

Liabilities and Equity

Current liabilities:

Accounts Payable 10,000

Notes Payable        5,700      $15,700

Equity:

Common stock      11,700

Retained earnings 4,360     $16,060

Total liabilities and equity    $31,760

Explanation:

a) Data and Analysis:

8/1 Cash $1,200 Accounts receivable $1,200

8/4 Accounts payable $2,770 Cash $2,770

8/9 Accounts receivable $2,540, Cash $3,510 Service revenue $6,050

8/15 Equipment $4,180 Cash $510 Accounts payable $3,670

8/19 Salaries expense $1,390, Rent expense $760, Advertising expenses $330 Cash $6,150

8/23 Cash dividend $670 Cash $670

8/26 Cash $5,700 Note payable (American Federal Bank) $5,700

8/31 Utility expenses $370 Cash $370

Tabular Analysis of the August Transactions:

       Cash   Accounts  Supplies  Equipment  Accounts  Common  Retained

                  Receivable                                      Payable                    Earnings

7/31   $4,600  $7,400      $730        $9,900      $9,100    $11,700       $1,830

8/1      +1,200   -1,200

8/4     -2,770                                                        -2,770

8/9     +3,510  +2,540                                                                           +6,050

8/15       -510                                       +4,180     +3,670

8/19   -2,480                                                                                          -2,480

8/23     -670                                                                                             -670

8/26 +5,700                                                      +5,700

8/31      -370                                                                                             -370

8/31  $8,210  $8,740       $730       $14,080  $15,700     $11,700     $4,360

7 0
3 years ago
Sue now has $490. How much would she have after 8 years if she leaves it invested at 8.5% with annual compounding?
Alina [70]

Answer:

c.$941.10

Explanation:

Calculation for How much would she have after 8 years

Using this formula

FV = PV(1+i)^n

FV represent future value

PV represent present value

i represent interest rate

n represent number of periods

Let plug in the formula

FV = 490(1 + .085)^8

FV= $941.10

Therefore How much would she have after 8 years will be $941.10

3 0
3 years ago
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