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Sergeu [11.5K]
3 years ago
11

The owner has been considering ways to increase the sales volume. The owner thinks that 10 comma 000 pizzas could be sold per mo

nth by cutting the selling price per pizza from $ 5.50 a pizza to $ 5.00. How much extra profit​ (above the current​ level) would be generated if the selling price were to be​ decreased? (Hint: Find the​ restaurant's current monthly profit and compare it to the​ restaurant's projected monthly profit at the new sales price and​ volume.) Identify the profit formula and compute the monthly profit at the current and the new volume. Total revenues – Total costs = Monthly profit 5,000 pizzas 13750 – 8000 =
Business
1 answer:
almond37 [142]3 years ago
7 0

Answer:

Instructions are listed below

Explanation:

Giving the following information:

The owner thinks that 10,000 pizzas could be sold per month by cutting the selling price per pizza from $ 5.50 a pizza to $ 5.00.

Total revenues – Total costs = Monthly profit 5,000 pizzas 13750 – 8000 =

I will assume that at $5.50 the total sales in units are 5000. And that the variable cost per unit is $2.75 ($13750/5000) and fixed cost are $8000

Actual profit= (5000*5.5- 5000*2.75) - 8000= $5750

New price profit= (10000*5 - 10000*2.75) - 8000= $14500

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Orders for clothing from a particular manufacturer for this year's Christmas shopping season must be placed in February. The cos
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Based on the concept of expected value, the units that the company should order to meet February demand is <u>57 units.</u>

<h3>What is expected value?</h3>

In mathematics under the probability distribution theory, the expected value is the weighted average of possible values of some random variables.  The weights are based on the theoretical probabilities of the variables.

<h3>Data and Calculations:</h3>

Cost per unit = $20

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<h3>Projected Demand</h3>

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1.    50 units             40%                 20 units (50 x 40%)

2.   60 units             50%                 30 units (60 x 50%)

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$                      $

0 (750,000)             1          (750,000)

1        350,000               0.9259    324,065

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