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Rama09 [41]
2 years ago
9

What is the equilibrium quantity for phones?

Business
1 answer:
Nana76 [90]2 years ago
3 0

Answer:

Readjusting once again to marketplace conditions, the next year the company produces 65,000 phones, with a retail price of $45. At the end of the year, the company’s sold almost its total supply of phones. It indicates that the equilibrium quantity of phones is 65,000, at a retail price of $45 (which would be the equilibrium price). More Resources

Explanation:

According to our curve, the equilibrium point initially is indicated by point E on the graph, but since the supply of cellphones has increased, quantity supplied increases to the graph indicated by S 1 S 1, this causes an excess of the product in the market resulting in a stiff competition which often sees the sellers reduce their prices. hope that helps.

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4 0
3 years ago
Van Den Borsh Corp. has annual sales of $68,735,000, an average inventory level of $15,012,000, and average accounts receivable
Romashka-Z-Leto [24]

Answer:

The answer is d. -32 days.

Explanation:

<u>*The before change cash conversion cycle</u> = Days of inventory outstanding + Days of receivables outstanding - Days of payable outstanding.

in which:

Days of inventory outstanding = Average inventory / Cost of good sold x 365 = ( 15,012,000 / ( 68,735,000 x 0.85) ) x 365 = 94 days

Days of receivables outstanding = Average Receivables / Revenue x 365 = ( 10,008,000 / 68,735,000 x 365 = 53 days

Days of payable = 30 days

=> Before change cash conversion cycle = 117 days.

* <u>The after-change cash conversion cycle</u> is calculated with the same formula, however with estimated changes be applied in the formula as followed:

Days of inventory outstanding = Average inventory / Cost of good sold x 365 = ( (15,012,000 - 1,946,000) / ( 68,735,000 x 0.85) ) x 365 = 82 days

Days of receivables outstanding = Average Receivables / Revenue x 365 = ( (10,008,000 - 1,946,000) / 68,735,000 x 365 = 43 days

Days of payable = 40 days

=> After-change cash conversion cycle = 82 + 43 - 40 = 85 days

<u>=> Net change is 85 - 117 = -32 days</u>

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