You are searching for the details of a refrigerator in Google. When you perform the search, advertisements by home appliance manufacturers appear above the organic search results displayed by Google. These advertisements link you to the online appliance store of the companies.

Which of the following terms refer to these advertisements?
A) pay-per-click ads
B) floating ads
C) interstitials
D) superstitials
E) banner ads

Answers

Answer 1
Answer:

Answer:

The correct answer is letter "E": banner ads.

Explanation:

Banner ads are rectangular publications portrayed at the top, bottom, left or right side of a website to promote products or services on a website different from the one the goods are sold. Banner ads invite visitors to go into the advertiser's website to dive into its gamma of products offered.

Answer 2
Answer:

Final answer:

The advertisements that appear above the organic search results are called pay-per-click ads. This is a form of online advertising where advertisers pay a fee for each click on their ad.

Explanation:

The advertisements that appear above the organic search results when you're searching for the details of a refrigerator are referred to as pay-per-click ads (option A). These are a type of online advertising where the advertiser pays a fee each time their ad is clicked by a user. The search engine makes use of this advertising model for its ads, which are strategically placed to attract potential buyers. Other options like floating ads, interstitials, superstitials, and banner ads are also types of online advertisements but they have different characteristics and are used in different contexts.

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Dartmouth Corporation has provided its contribution format income statement for June. The company produces and sells a single product. Sales (2,800 units) $ 263,200 Variable costs 106,400 Contribution margin 156,800 Fixed costs 135,000 Operating profit $ 21,800 If the company sells 3,000 units, its total contribution margin should be closest to: $23,357. $175,600. $156,800. $168,000.

Answers

Answer:

$168,000

Explanation:

Given

Dartmouth Corporation

Contribution format Income Statement

For  the month of June.

Sales (2,800 units) $ 263,200

Variable costs 106,400

Contribution margin 156,800

Fixed costs 135,000

Operating profit $ 21,800

We calculated the sales revenue and the variable costs by dividing the total costs with the number of units and multiplying it with 3000 units to get contribution margin for 3000 units.

Calculated.

Dartmouth Corporation

Contribution format Income Statement

For  the month of June.

Sales ( 3000 units)  ($ 263,200 / 2800) * 3000= $ 282000

Variable costs (106,400  / 2800) * 3000=   $ 114000

Contribution margin  $ 168,000

Fixed costs 135,000

Operating profit $ 33,000

Identify each of the following statements about linear programming problems as true or false, and then justify your answer.a. For minimization problems, if the objective function evaluated at a CPF solution is no larger than its value at every adjacent CPF solution, then that solution is optimal.
b. Only CPF solutions can be optimal, so the number of optimal solutions cannot exceed the number of CPF solutions.
c. If multiple optimal solutions exist, then an optimal CPF solu-tion may have an adjacent CPF solution that also in optimal.

Answers

Answer and Explanation:

a. The given statement is true as the corner point at the objective function should be feasible solution which is no longer as compared with the value for every adjacent CPF solution as compared with its optimal

b. The given statement is false as the solution can be an edge

c. The given statement is true as it shows the direct relation between the two things

Final answer:

In linear programming problems, CPF solutions can be optimal and if multiple optimal solutions exist, an optimal CPF solution may not have an adjacent CPF solution that is also optimal.

Explanation:

a. True: For minimization problems, if the objective function evaluated at a CPF solution is no larger than its value at every adjacent CPF solution, then that solution is optimal. This is because in a minimization problem, the goal is to find the solution that minimizes the objective function.

b. True: Only CPF solutions can be optimal, so the number of optimal solutions cannot exceed the number of CPF solutions. CPF stands for Corner-Point Feasible, which means solutions that lie on the corner points of the feasible region.

c. False: If multiple optimal solutions exist, an optimal CPF solution may not have an adjacent CPF solution that is also optimal. This is because adjacent CPF solutions may have different objective function values.

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Feb 26- received $300 from a customer as a down payment on work to be undertaken on repairs to a cell. Is that unearned revenue.

Answers

If that work is done than it's revenue or if the work is going to happen in future then it's unearned revenue.

In an examination of purchasing patterns of shoppers, a sample of 16 shoppers revealed that they spent, on average, $54 per hour of shopping. Based on previous years, the population standard deviation is thought to be $21 per hour of shopping. Assuming that the amount spent per hour of shopping is normally distributed, find a 90% confidence interval for the mean amount.a. [$51.8409, $56.1591]
b. [$52.3174, $55.6826]
c. [$45.3637, $62.6363]
d. [$47.2695, $60.7305]

Answers

Answer:

The 90% confidence interval is c) $45.3637, $62.6363

Explanation:

Hi, since we need to find the Z value from the standard deviation table that would substract an equal area from both size of the normal distribution graph, we can tell that the probability that we have to rate into account is 5% (I mean,  10%, which we substract from both sides 5%), and the Z number for a probability of 5% is -1.645 which is the lower end of the interval, and due to symmetry, the higher end of the interval would be 1.645.

Now, we need to use the following formula in order to find the lower and higher ends of the interval.

0.9C.L=Mean+1.645((StdDev)/(√(n) ))

Where:

C.L = Confidence Level

Mean = in our case, $54

StdDev = $21

n = sample sizes, in our case, that would be 16

So, the lower level would be

0.9C.L=54-1.645((21)/(√(16) ))

L.End=45.36375

Therefore:

0.9C.L=54+1.645((21)/(√(16) ))

H.End=62.63625

So, the interval in order to have 90% confidence is c. [$45.3637, $62.6363]

abstraction enables us to apply a function to each value in a list and returns a new list of the results

Answers

the cover-up of complex procedures. Abstraction allows us to apply a function to each value in a list and produce a new list of the results by getting rid of unnecessary or repetitive code.

Abstraction is a method used in computer science to control the complexity of computer systems. It functions by setting a threshold for complexity beyond which a user cannot interact with the system, concealing the more intricate elements below the threshold.

When we write code parts (referred to as "procedures" or, in Java, "static methods") that are generalized by having variable parameters, we are using procedural abstraction. The concept is that we have code that, depending on how its parameters are configured when it is called, can handle a range of different circumstances.

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Sales of watches among teenagers and 20-somethings are declining rapidly as this age group uses cell-phones, iPods, and other devices to tell time. A company that specializes in selling inexpensive watches to this age group may wish to consider ____ in order to develop new products other than watches.a.unrelated diversification.

b.backward integration.

c.forward integration.

d.horizontal acquisitions.

Answers

Answer:

a. unrelated diversification.

Explanation:

Unrelated diversification -

According to this concept , any company or any business , which can have very high financial condition and high revenues , is favorable for diversification , is referred to as unrelated diversification  .  

From the scenario of the question,

As there is significant reduction in the demand of watches , and therefore , the company is thinking to develop some products other than watches , to maintain the profit and demand of the product .

Hence , the correct option is  a. unrelated diversification .

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