PLANNING FOR EMERGENCIES: NIMS; HAZARD AND VULNERABILITY ANALYSISCase AssignmentThe results of the Hazard and Vulnerability Analysis prepared by your staff found that your community is equally at risk for at least four different types of disasters. You believe that you have to plan for all four potential disasters. However, your City Manager with the support of the city council is urging you to develop a general EMP that can be utilized for all disasters. You have been requested to prepare a report to the City Manager supporting your position as to why a general plan will not best serve the interests of the community in case of a disaster.List and describe your arguments in support of a disaster-specific plan. Briefly, justify your response.List and describe your arguments in support of a general EMP. Briefly, justify your response.Do you believe that NIMS (ICS) will work effectively regardless of which type of plan is ultimately developed? Support your answer.Papers should be at least three pages long.Assignment ExpectationsLength: This Case Assignment should be at least 3-5 pages not counting the title page and references.References: At least two references should be included from academic sources (e.g., peer-reviewed journal articles). Required readings are included. Quoted material should not exceed 10% of the total paper (since the focus of these assignments is critical thinking). Use your own words and build on the ideas of others. When material is copied verbatim from external sources, it MUST be enclosed in quotes. The references should be cited within the text and listed at the end of the assignment in the References section (preferably in APA format).Organization: Subheadings should be used to organize your paper according to question.Grammar and Spelling: While no points are deducted for minor errors, assignments are expected to adhere to standard guidelines of grammar, spelling, punctuation, and sentence syntax. Points may be deducted if grammar and spelling impact clarity.

You do a Chi-square test on these data by computing the term (observed - expected)2 / expected for each gamete type, and then finding the sum of these four terms.  If you obtain a Chi-square value of 3.01, and the critical value for the number of degrees of freedom is 7.82, which of the following statements are correct?Select ALL answers that apply.Observations that deviate this much from the expected values would occur more than 5% of the time under independent assortment.The data prove independent assortment is true.Observations that deviate this much from the expected values would occur less than 5% of the time under independent assortment.The Chi-square value is less than 5% different from the critical value, which is consistent with the law of independent assortment.The data are consistent with the independent assortment.The data are inconsistent with independent assortment.