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baherus [9]
3 years ago
11

On May 3, 2020, Concord Company consigned 80 freezers, costing $540 each, to Remmers Company. The cost of shipping the freezers

amounted to $820 and was paid by Concord Company. On December 30, 2020, a report was received from the consignee, indicating that 40 freezers had been sold for $700 each. Remittance was made by the consignee for the amount due after deducting a commission of 6%, advertising of $180, and total installation costs of $350 on the freezers sold.
Required:
(Round answers to 0 decimal places, e.g. 5,275.)
(a) Compute the inventory value of the units unsold in the hands of the consignee.
(b) Compute the profit for the consignor for the units sold.
(c) Compute the amount of cash that will be remitted by the consignee.
Business
1 answer:
NeX [460]3 years ago
7 0

Answer:

a) $22,010

b) $3,780

c) $25,790

Explanation:

a) In calculating the value of inventory still left, the total value needs to be calculated first,

= (80 freezers * $540) + $820 ( transport fees)

= 43,200 + 820

= $44,020

40 out of 80 freezers have not been sold so,

= 40/80 * 44,020

= $22,010

b) In calculating the profit, subtract the expenses from the sales

Sales = 40 * 700

= $28,000

= 28,000 - Cost of refrigerators - commission of 6% of sales - advertising - installation

= 28,000 - 22,010 - (28,000*0.06) - 180 - 350

= $3,780

c) The amount remitted by the consignor will be,

= Sales - commission - advertising - installation

= 28,000 - (28,000 * 0.06) - 180 - 350

= $25,790

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Explanation:

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solution

we know that according to fisher equation

1 + r = \frac{1+n}{1+i}    ....................1

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r = n - i           .....................2

here r is real interest rate and n is nominal interest rate and i is inflation rate

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put here value

3% = (198.3 - CPI at the beginning of the year) × 100 ÷  CPI at the beginning of the year

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