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NeX [460]
3 years ago
8

Each week a soft drink machine sells x cans of soda for $0.75/soda. The cost to the owner of the soda machine for each soda is $

0.10. The weekly fixed cost for maintaining the soda machine is $25/week. Write an equation that relates the weekly profit, P, in dollars to the number of cans sold each week. Then use the equation to find the weekly profit when 92 cans of soda are sold in a week.
Business
1 answer:
Assoli18 [71]3 years ago
3 0

Answer:

$34.8

Explanation:

Profits = sales - costs( variable costs +fixed costs)

In this case : total sales will be price $0.75 x units sold X= 0.75X

Variable costs : =$10 x units sold= $10x

Fixed cost remain $25 as they are not affected by quantity.

profits for the Week

P= (0.75x- 0.10x)-$25

Profit for the week with units sold as 92: x = 92

p= ( {0.75x92} - {0.10x92} )- $25

P= $69 - $9.2- $25

P=$59.8- $25

   =$34.8

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The total return on investment for the holding period is 10.5%.

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If the consumer bought 100 shares for a value of $ 150, obtaining after a year $ 450 total for dividends and seeing his shares go to a value of $ 161.25, to obtain the total return on investment we must perform the following calculations:

On the one hand, we have a return of $ 450 in dividends, which were paid by the total set of 100 shares, with which each share paid $ 4.50 in that concept.

In addition, we have the increase in the value of the shares, which went from $ 150 to $ 161.25, that is, an increase of $ 11.25 per share, which multiplied by the total of 100 shares gives a total sum of $ 1,125.

Thus, adding the dividends to the improvement in the value of the shares, we have a total profit of $ 1,575. Now, to determine the percentage of return that said sum represents, we must perform a cross multiplication:

15,000 = 100

1,575 = X

(1,575 x 100) / 15,000 = X

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Answer:

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