Answer:
3. one case of 24 sodas @ $ 18.50
Explanation:
The question requires that the hosts need to have enough to have two sodas each. The number of guests being 10, the requirement is to have 20 sodas.
Now comparing the various pack sizes available:
1. 20 sodas $ 1.50 per bottle, Total cost $ 30, per serving cost $1.50
2. 4 6 packs @ $ 5 each. Total cost $20, Per serving cost $0.83
3. 24 soda case @ $18.5. Total cost $ 18.50, Per Serving costs $ 0.77
4, 2 x 24 soda cases @ 18.50. Total Cost $ 37.00 Per serving costs $ 0.77
The per serving costs are the same in 3 & 4 above, however, since the requirement is to have 20 sodas and the overall costs as well as the per serving costs is the best in option 3, this is the preferred option.
Answer:
The blank spaces are bold
Explanation:
a. The line is called the population regression plane.
b. The common conditional standard deviation of the response variable is denoted σ.
c. For x=6, the conditional distribution of the response variable is a normal distribution having mean βx + 6β1 and standard deviation σ.
Answer:
Forcast the availability of internal job candidates.
Explanation:
Markov analysis is a progressive probability matrix. Markov analysis was created to identify the probabilities of job incumbents that are remaining in their different jobs for the prediction period.
Markov analysis describes the movement of job incumbents( officers and directors) from one state to another during a one time period.
Markov processes are a particular group of mathematical models which are sometimes applied in a variety of decision troubles.
Markov models can be used to identify different patterns, make suitable predictions and also learn the various figures of sequential information.
density=mass/volume
mass=density *volume
mass of mercury=13.6 *50=680g
mass of bottle when filled with mercury=680 +25=705g
The correct answer to this open question is the following.
Although you forgot to include the proper context of the question or further references, we can comment on the following.
Alden found out about Revinate by searching on the web trying to find the best software options that could help the company to identify the customer's reviews so Gregory E. Alden could make the best decisions for his company.
Gregory E. Alden is the manager of the company Woodside Hotels, located in Northern California. He was trying to monitor the comments of his high-class clients because Woodside Hotels is in the luxurious hotel business. So knowing that constantly monitoring client's comments on social media pages such as TripAdvisor or Yelp can be an arduous and difficult task, Gregory searched for the best software company to monitor client's comments on social media. That is how he found Revinate, a company that helps managers to track reviews so they can make the best business decisions once they have learned what their customers desire. And that is exactly what I would do to choose the kind of company to know about the preferences of my customers.
