Answer:
Explanation:
Grand prize = $15,000
Second prize = $1,500
Number of tickets sold = 12,000
The probability of getting the grand prize ($15,000) is 1/12,000
The probability of getting the second prize ($1,500) is 1/12,000
Each ticket costs $4
Expected value is -4 + 1/12,000 X 15,000 + 1/12,000 X 1,500
= -1.5.
The expected winnings for a ticket buyer is therefore -$1.5
You’re answer would be D love!
If Agent John Rogers has decided to run an ad in the neighborhood paper in advertisement with a formal marketing/sales event. Then he must specify that attendees without enrollment obligations may contact 555-555-1234 TTY to request accommodations for those with special needs at sales sessions.
The strategies and actions utilized in advertising are those that aim to draw attention to certain goods, services, viewpoints, or causes with the intention of influencing the public to act in a particular way. The majority of advertising promotes a product that is available for purchase, but comparable techniques are also employed to persuade people, among many other things, to drive defensively, donate to charity, or cast ballots for particular candidates.
The most significant source of revenue for the media outlets through which it is carried out is often advertising (such as newspapers, magazines, or television stations). Advertising has grown to be a significant and significant service industry in the noncommunist world.
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Answer:
The total monthly fixed cost and the variable cost per hour is $1,540 and $23
The average contribution margin per hour is $27
Explanation:
The computation of the fixed cost and the variable cost per hour by using high low method is shown below:
Variable cost per hour = (High Operating cost - low operating cost) ÷ (High service hours - low service hours)
= ($11,200 - $4,300) ÷ (420 hours - 120 hours)
= $6,900 ÷ 300 hours
= $23
Now the fixed cost equal to
= High operating cost - (High service hours × Variable cost per hour)
= $11,200 - (420 hours × $23)
= $11,200 - $9,660
= $1,540
For computing the contribution margin per hour, first we have to compute the revenue per hour which is shown below:
= Revenue ÷ service hours
= $6,000 ÷ 120 hours
= $50
We know that,
The contribution per hour = Revenue per hour - variable cost per hour
= $50 - $23
= $27
