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题目
BUSFIN 3500 SP2025 (4686) Chapter 3 Quiz
判断题
An example of federal question jurisdiction would be one brought against an employer for refusing to hire an applicant because of the applicant's race in violation of the United States Civil Rights Act.
选项
A.True
B.False
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标准答案
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思路分析
Question restatement: The prompt asks whether the described lawsuit—an employer allegedly refusing to hire an applicant because of the applicant's race in violation of the United States Civil Rights Act—illustrates federal question jurisdiction.
Option 1: True. This statement is correct because claims arising under the United States Civil Rights Act (a fede......Login to view full explanation登录即可查看完整答案
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类似问题
Applicant, a citizen of Ohio brought a lawsuit in federal district court in Columbus, Ohio against Employer, an Indiana corporation located in Indianapolis, Indiana, for refusing to hire Applicant because of Applicant's national origin in violation of the United States Civil Rights Act. This is an example of what type of federal jurisdiction?
This question continues previous question 32. Based on the cost information provided in Question 32 and a Weighted Average Contribution Margin (WACM) of 160 per unit calculate the break-even point in units for Model A. Note: Round to full numbers, provide your answer without the unit sign, i.e., X,XXX, and show your workings. Answer: [Fill in the blank] , Working space: [Fill in the blank]
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Question text Each student below analyzes a proposed trigonometric expression and explains their reasoning.Match each student’s reasoning to the explanation that best fits their thinking. Student 1:I was asked to evaluate .I tested it using and , and the two sides were not equal. I tried other values too and got the same result. I believe this expression is never true.Answer 1 Question 23[select: , The student was correct; the expression is never true. Multiple test cases using different values always yield unequal results., The student analysis was incorrect; the expression is always true because it is a valid trigonometric identity., The student analysis was incorrect; the expression is sometimes true. It holds for some distinct values of x and y, but is unequal for other values.] Student 2:I was asked to verify .I recognized the numerator as based on the Pythagorean identity, so the left side of the expression becomes .I now realize this means the expression is never true.Answer 2 Question 23[select: , The student's analysis was incorrect; the expression is always true because the numerator is equivalent to sin^2(x), not -sin^2(x)., The student's analysis was incorrect; the expression is sometimes true because it holds for specific values of x, but fails for most other values., The student was correct; the expression is never true since the left side simplifies to -1, which is never equal to the right side.] Student 3:I was asked to evaluate .I tested it using , and both sides came out equal. I concluded the expression is always true.Answer 3 Question 23[select: , The student was correct; the expression is always true for all values of x ., The student analysis was incorrect; the expression is sometimes true; when different values for x are tested, the two sides are not equal., The student analysis was incorrect; the expression is never true for any value of x.]
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