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AlladinOne [14]
4 years ago
13

A high school basketball team won 40% of its first 15 games. beginning with the 16th game, how many games in a row does the team

now have to win in order to have a 55% winning record?
Business
1 answer:
Ierofanga [76]4 years ago
7 0
  If the team won 40% of its first 15 games then the number of the winning games was:  15 * 0.4 = 6. Therefore the team lost 15 - 6 = 9 games.
  So the number of the lost games stays the same while the team wins new games in the row. They have to achieve 55% wins, so 100% - 55% = 45% is the new percent of lost games.
  x * 0.45 = 9
  x = 9 : 0.45
  x = 20
  20 - 15 = 5
  Answer: The team have to win 5 games in a row in order to have 55%
 winning record. 
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4 years ago
Here are some important figures from the budget of Crenshaw, Inc., for the second quarter of 2019:
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Answer:

Crenshaw, Inc.

Cash Budget for the months of April, May, and June:

                                                               April            May           June

Beginning cash balance                  $109,000   $325,000      $419,950

Cash receipts                                     140,700       122,850         153,650

Cash collections from credit sales   197,400        241,200        210,600

Total cash available                        $447,100     $689,050      $784,200

Cash disbursements:

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Interest                                                9,400             9,400            9,400

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Total cash disbursements               122,100         269,100        427,300

Ending balance                            $325,000       $419,950     $356,900

Explanation:

a) Data and Calculations:

Budget for the second quarter of 2019:

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Credit sales                    $402,000    $351,000    $439,000

Credit purchases              179,000       167,000      200,000

Cash disbursements:

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Interest                                 9,400          9,400           9,400

Equipment purchases       33,000          5,500       147,000

Predictions:

Uncollectibles                    20,100          17,550          21,950

Collections                       381,900       333,450        417,050

Total credit sales         $402,000      $351,000    $439,000

Cash Collections:

Month of sales 35%       140,700         122,850       153,650

Following month  60%  197,400         241,200       210,600

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4 0
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Answer:

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Book value on date of sale = Original cost - Accumulated Depreciation

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Loss on sale = Book value on date of sale - Sales price

                     = 18,850 - 18,000

                     = $850 (Loss)        

8 0
3 years ago
Read 2 more answers
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