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timurjin [86]
3 years ago
15

A work-at-home opportunity is available in which you will receive 2 percent of the sales for customers you refer to the company.

The cost of your ""franchise fee"" is $710. How much would your customers have to buy to cover the cost of this fee? (Round your answer to the nearest whole dollar.)
Business
1 answer:
djyliett [7]3 years ago
7 0

Answer:

The answer is $35500

Explanation:

We need to collect $710 from the sales of the customers referred by us to cover the franchise fee. But we only make 2% of whatever they spend. If we equate 710 to 2% and solve for 100% we will know what is the total dollar amount they need to spend:

1.   This can be solved using a rule of three:

2% = $710

100% = ?

100 * 710 / 2 = 35500

2.   Or, It can also be solved writing it down as an equation and knowing that 2% also means 2 parts of 100 or 2/100 = .02

  • 710 = .02*Sales

Solve for Sales:

  • Sales = 710/.02 = 35500

There is no need to round to the nearest whole dollar because the result is already in whole dollars, it does not have any cents.

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Kalons, Inc. is a U.S.-based MNC that frequently imports raw materials from Canada. Kalons is typically invoiced for these goods
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The correct answer is C) purchase Canadian dollar put options.

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5 0
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Given the following information and assuming beginning inventory was zero and a periodic inventory system was used, what is the
aivan3 [116]

Answer:

A.  $650 $750 $677

Explanation:

period                 purchases                            sales

1                        20 units at $50                15 units at $60

2                       35 units at $40                35 units at $45

3                       85 units at $30                85 units at $35

total revenue = $900 + $1,575 + $2,975 = $5,450

COGS:

  • using FIFO = (15 x $50) + (5 x $50) + (30 x $40) + (5 x $40) + (80 x $30) = $4,800
  • using LIFO = (15 x $50) + (35 x $40) + (85 x $30) = $4,700
  • cost average = ($4,950 / 140 units) x 135 units = $4,773.21

Gross profit:

  • using LIFO = $5,450 - $4,800 = $650
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