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Can you help me understand this Business question?

As the business analyst in the CIO’s department of Maryland Technology Consulting (MTC), your next task in working towards an IT solution to improve the hiring process at MTC is to write a justification and implementation plan for a system that the CIO has decided will meet MTC’s needs. The system, EZ-ATS, is described in the vendor brochure provided with this assignment.The vendor, UMUC Hiring Solutions, Inc., and EZ-ATS are fictitious names created for use with this case study but based on real-world SaaS application information. In this Stage 4 assignment, you will explain how the selected system meets MTC’s requirements, and what needs to be done to implement the system within MTC.Based on what you learned about IPV in this course, indicate some of the myths and misconceptions about IPV, and then explain why these are incorrect.: online nursing assignment help
Help me study for my Psychology class. I’m stuck and don’t understand.

Over the past few years, news reports have focused on prominent football players involvement in intimate-partner violence (IPV). Despite an elevator surveillance video of former Baltimore Ravens running back, Ray Rice, punching his fiance, Janay, the couple married soon afterwards. Many Americans debated the role these two people played in the situation, some accusing Janay of instigating the violence and being a gold-digger, others simply shaking their head in confusion. It also generated twitter feeds in which survivors provided abusive-relationship stories explaining reasons for staying or for leaving.

Based on what you learned about IPV in this course, indicate some of the myths and misconceptions about IPV, and then explain why these are incorrect.

Do you believe that there is sufficient support emotionally, socially, economically, and legally to help victims to escape their abusers and live better, happier, and more productive lives? Indicate specific reasons and justifications for your beliefs.

Please write at least 3 paragraphs answering this assignment, and using the following attached articles for this assignment.discussion question and peer reviews
I’m stuck on a Statistics question and need an explanation.

DISCUSSION POST MUST BE 10+ SENTENCES AND THE PEER REVIEWS MUST BE 7+ SENTENCES PLEASE USE YOUR OWN WORDS AND DO NOT COPY FROM OTHER SITES STAY ON TOPIC ,BE POSITIVE , AND DO NOT COMMENT ON GRAMMAR ERRORS. TALK DIRECTLY TO CLASSMATES IN PEER REVIEWS!!! YOU MUST COMPLETE BOTH PEER REVIEWS AND DISCUSSION QUESTION!! THANK YOU.

1) DISCUSSION QUESTION

Employees from Company A and Company B both receive annual bonuses. What information would you need to test the claim that the difference in annual bonuses is greater than $100 at the 0.05 level of significance? Write out the hypothesis and explain the testing procedure.

2) PEER REVIEW #1 (TAMMY)

Employees from Company A and Company B both receive annual bonuses. What information would you need to test the claim that the difference in annual bonuses is greater than $100 at the 0.05 level of significance? Write out the hypothesis and explain the testing procedure.

Explanation:

First, a sample of employees in each company, with their bonuses

nA ,nB

second, compute the average and standard deviation of the bonds in each company

third, hypothesis

H0:μA−μB=100

H1:μA−μB>100

fourth, value of the test statistic

ttest=spn11+n21(x1ˉ−x2ˉ)−(μ1−μ2)

fifth, value of p

P=P(t>ttest )

sixth, if p is less than 0.05, H0 is rejected….

From my understanding of hypothesis and what I recently learned from this course is that I know it is an educated guess. But in this scenario, the average between the two companies must be found weather the testing of the hypothesis is rejected or not. I feel that there could have been more information provided for this question but overall, the null hypothesis will be rejected if the maximum percent is 0.05. Also, if the p-value is less than then a two tailed test must be conducted and the null hypothesis should be rejected.

I really don’t know quite if I’m on the right track in regards to this discussion but I need feedback please.

3)PEER REVIEW #2 (MONICA

For this problem we have two independent variable, company A and company B, each having a bonus Mu 1 and Mu 2. The claim is the difference between these variables is greater than $100. Mu 1 – Mu 2 > 100. This is the alternative hypothesis. The opposite is the null hypothesis Mu 1 – Mu 2 <= 100. From here we must determine which test statistic to use t or z. The t test is used because we don’t have a large enough sample size and standard deviation is unknown.Then calculate the p value. If the p value is less than 0.05 we will reject the null hypothesis. If it’s greater then we fail to reject it. I am not sure how to notate the equation using my keyboard so I hope this explanation will suffice.

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