The wedding photographer for the Smith/Jones wedding charges $1,000 for her preparation and first 60 prints. The cost is $2.00 per photo for photos beyond the first 60. Which formula should be used to determine the total cost, C, as a function of the number of photos, p, that are purchased, assuming at least 60 are purchased? a. C = 1000 p + 2 b. C = 1000(2p – 60) c. C = 1000 + 2(p – 60) Please explain your answer. Thanks! 

In Module 9 of this course, you will produce a brief research document about the subject of your data collection and analysis. The resources that you will use include the Hunt Library and/or the following databases in order to gather data that you can analyze for your own hypothesis test. Review these websites and their respective databases at this time for familiarity.Research document (3-4 pages)Using the decision tree provided in this activity, create a document that presents a synopsis of your problem statement, hypothesis, and statistical test that you will use. (APA format and include references.)The RED portion are the calculations that need to be implemented into StatCrunchFor this report.

1. The first interviewer you meet with is explaining to you the importance of knowing the regional business landscape in order to be best prepared for new potential clients. She shows you a spreadsheet predicting potential client types with the following information.Using basic properties of probabilities, state two reasons how you know this information is not accurate. Enter a step-by-step answer and explanation Client Type Corporate Small Business Legal Government Private Probability 0.45 0.11 -0.09 0.29 0.7 2. The next interviewer you meet with is excited to show you a dice game he has developed that he is hoping to sell to a local casino. The game involves using two 10 sided dice with faces numbered 1 through 10.Your interviewer tells you that the game costs $1 to play and it has an expected value of 47 cents for every dollar spent.Use the following payouts to determine the expected value of the game. Do you agree with your co-worker’s assertion? Enter a step-by-step answer and explanation. Roll Sum of 19 Sum of 17 Sum of 15 Sum of 13 Doubles Other Winnings $5 $3 $2 $1 $.5 $0