Question 10 6 pts Stress comes to our lives in many different ways. Normal stress is call eustress and abnormal stress i
Posted: Wed May 11, 2022 10:45 am
1. a) 12.5
b) 7.6
c) 155.2
d) 57.4
e) none of the other answers are correct
2. a) 3.057
b) 11.143
c) 1.960
d) 9.348
Question 10 6 pts Stress comes to our lives in many different ways. Normal stress is call eustress and abnormal stress is called distress. A large nation-wide study of stress in mathematics students showed the following levels of mathematics anxiety among college students: Strong Distress -15%; Distress = 46%; Eustress - 27% and Strong Eustress - 12%. A mathematics professor at NMSU wanted to compare mathematics anxiety from the nationwide study to students at NMSU. Her survey of 500 NMSU students yielded the following results: Strong Distress - 105; Distress = 270; Eustress - 110; and Strong Eustress =15. Using the Chi-Squared test to determine if the NMSU students differ from the national population. Use a = .025. Refering to your computations, please give your answers to the following: 1. What is the chi-squared sum for this test? Select] 2. What is the chi-squared critical score for this test [Select] 3. What is the conclusion of this chi-squared test [Select]
b) 7.6
c) 155.2
d) 57.4
e) none of the other answers are correct
2. a) 3.057
b) 11.143
c) 1.960
d) 9.348
Question 10 6 pts Stress comes to our lives in many different ways. Normal stress is call eustress and abnormal stress is called distress. A large nation-wide study of stress in mathematics students showed the following levels of mathematics anxiety among college students: Strong Distress -15%; Distress = 46%; Eustress - 27% and Strong Eustress - 12%. A mathematics professor at NMSU wanted to compare mathematics anxiety from the nationwide study to students at NMSU. Her survey of 500 NMSU students yielded the following results: Strong Distress - 105; Distress = 270; Eustress - 110; and Strong Eustress =15. Using the Chi-Squared test to determine if the NMSU students differ from the national population. Use a = .025. Refering to your computations, please give your answers to the following: 1. What is the chi-squared sum for this test? Select] 2. What is the chi-squared critical score for this test [Select] 3. What is the conclusion of this chi-squared test [Select]