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Mazyrski [523]
3 years ago
15

g A producer of beverages and snack foods wants to market its products to the 18-to34-year-old demographic by providing incentiv

es to respond instantly to time-sensitive offers redeemable at nearby stores. Which form of marketing would this producer most likely choose? Group of answer choices Podcasting Promotions Advertisement Personal sales Product placement
Business
1 answer:
____ [38]3 years ago
6 0

Answer:

The correct answer is the second option: Promotions.

Explanation:

To begin with, in the field of marketing there are many options to choose from and sometimes most of them are useful at the time of completing and implementing a strategy that targets the audience that the company is seeking for. In this case presented, where it is well established the kind of consumers the producer wants to reach, the most indicated option to use in the marketing campaign will be the promotions of the product itself and that is basically for two things. The first one because of the ages of the audience, it is most probably that they feel more related to the promotion due to the fact that sometimes most of the youth of that age is under their parents maintenance. And the second thing is because the text specifically says "time-sensitive" which is a characteristic of the promotions strategies.

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Linda decides to open a kiosk in the mall selling baseball hats. It costs her $2280 to stock 100 hats and $3580 to stock 500 hat
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Answer with Explanation:

1. Marginal Cost per Unit

As we know:

Marginal Cost per Unit = Change in Cost / Change in Quantity Bought

= ($3580 - $2280) / (500 - 100)

= $3.25 per Unit

2. Fixed Cost to setup

The fixed cost would be $2280 because it is the cost that is required for setting up the kiosk. The cost $3580 is not relevant because it depends on the demand of the product. The least cost to set up kiosk is $2280.

3. Cost Function

Total Cost = Fixed Cost + Variable Cost

As we know that:

Variable Cost = Marginal cost per unit * Number of units = $3.25 * x = 3.25x

For Fixed cost $2280

By putting this value in the above equation, we have:

Total Cost = $2280 + 3.25x

C(x) = $2280 + 3.25x

And

For Fixed cost $3580

C(x) = $3580 + 3.25x

4. Revenue Function

Total Revenue = Selling Price per Unit  *  Total Units

Here

Selling price is $8 and total units are "x"

By putting values, we have:

Total Revenue = $8 * x

R(x) = 8x

5. Breakeven Point For $2280 and $3580

As we know that

Breakeven Point = Fixed Cost / Contribution Per unit

For Fixed Cost $2280:

Breakeven Point = $2280 / ($8 - $3.25)

= 480 Units

For Fixed Cost $2280:

Breakeven Point = $3580 / ($8 - $3.25)

= 754 Units

6. Profit Function

For Fixed Cost $2280:

Profit = Revenue Function - Cost Function

P(x) = 8x  -  ($2280 + 3.25x)

P(x) = 8x - $2280 - 3.25x

P(x) = 4.75x - $2280

For Fixed Cost $3580:

P(x) = 4.75x - $3580

7. Claire's Profit if she sells 1,000 bottles

Using the above profit function for fixed cost $2280, we have:

P(x) = 4.75x - $2280

Here x is 1,000 units, which means:

P(x) = 4.75 * 1,000   -   $2280

P(x) = $4,750 - $2280 = $2,470

Using the above profit function for fixed cost $3,580, we have:

P(x) = 4.75x - $3,580

Here x is 1,000 units, which means:

P(x) = 4.75 * 1,000   -   $3,580

P(x) = $4,750 - $3,580 = $1,170

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Answer:

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