Your company has been contracted to organise a K-pop concert at Sydney Olympic Park in September. However, the month of September comes with a lot of rain. Your role as the consultant is to evaluate the risk involved in holding the concert. After consulting with the bureau of meteorology that ranks the weather as 'terrible', 'good', or 'great', you have some estimates of attendance (in thousands). Your estimates show that there is a 20% chance of 'terrible' weather, in which case only 50 (thousand) people will attend the concert. There is 60% chance of 'good' weather, which in which case 80 (thousand) people will attend the concert, and if the weather is great, 100 (thousand) people will attend the concert. Suppose that tickets sell for $5 each and that the total cost for organizing the concert is a fixed $10,000. If profit is defined as the difference between total sales revenue and total cost, the standard deviation of the profit is _________.

The ACE Recording Studio has a new client visiting Orlando in the upcoming weeks. A new and upcoming band wants to offer a free concert in one of the venues around town. Currently, there are 10 venues that will allow this kind of event for the community. Each of the venues is willing to offer the concert on either Monday, Tuesday or Wednesday of the first 2 weeks of the month.What are the odds of booking the concert on a Monday?1:

The atmosphere at the event was subdued. The rain and impending thunderstorms had forced the crowd indoors, and both the forecast and audience looked downcast. There had been no indication from the performers if the show would be performed on the stage inside the venue, but since the concert had been intended to be performed outside on a stage that was constructed in a grassy pavilion, it would take a Herculean effort to move the event inside. After two hours of no information, a representative from the venue made his way to the stage: the concert would be moved indoors, once some of the sound equipment could be transported from the outdoor stage, and a smaller, more intimate concert would be conducted. Although the audience would not get the full experience of the outdoor production, they would have entertainment after all.6While the words subdued and downcast are similar in meaning, they have different connotations. Which statement best describes the difference? A. Subdued infers an anxious tone, while downcast infers a dark tone. B. Subdued infers a quiet tone, while downcast infers a depressed tone. C. Subdued infers a pleasant tone, while downcast infers a sad tone. D. Subdued infers a soft tone, while downcast infers a heavy tone.

The atmosphere at the event was subdued. The rain and impending thunderstorms had forced the crowd indoors, and both the forecast and audience looked downcast. There had been no indication from the performers if the show would be performed on the stage inside the venue, but since the concert had been intended to be performed outside on a stage that was constructed in a grassy pavilion, it would take a Herculean effort to move the event inside. After two hours of no information, a representative from the venue made his way to the stage: the concert would be moved indoors, once some of the sound equipment could be transported from the outdoor stage, and a smaller, more intimate concert would be conducted. Although the audience would not get the full experience of the outdoor production, they would have entertainment after all.10Which two words with similar meanings does the author use to describe the event taking place in the passage? A. atmosphere and performers B. stage and equipment C. concert and experience D. venue and entertainment

The general public often has unrealistic high expectations of local leisureevents. As a professional planning and managing events, ask yourself why this is the caseand how would you go about either changing perceptions or meeting expectations withinthe next two years

Write pseudo code for this problem. There are weather stations all over Fort Collins. The information is used to help create better simulations to predict the weather. Many of these are monitored by volunteers, most are very good, but everyone makes a mistake once in a while.Write pseudo code that will take in precipitation from the 250 stations. The first five reports are from the paid weather reporters; these people are assumed to not make mistakes. Find the average for these five people first.If a volunteer is more than 30% greater or smaller than the average of the professionals, their number is thrown out because it is probably a mistake. Find the averages for the city, which is the average of all good reports.Trace it to make sure it works.