Question

In: Statistics and Probability

Native American (#1) [8.50, 9.48, 8.65] Caucasian (#2) [8.27, 8.20, 8.25, 8.14] Determine whether the Native...

Native American (#1) [8.50, 9.48, 8.65]

Caucasian (#2) [8.27, 8.20, 8.25, 8.14]

Determine whether the Native Americans have higher MSCE using the Wilcoxon rank-sum test.

Solutions

Expert Solution

Here,we have to test following null and alternative hypotheses:

H0​: MSCENA = MSCEC vs

Ha​: MSCENA > MSCEC

First, We have to sort the combined data set into ascending order,

Now, we have to rank the observations.

The sum of the ranks for the Native American group is,

WNA ​= 5 + 6 + 7 = 18

and the sum of the ranks for the Caucasian group is,

WC = 1 + 2 + 3 + 4 = 10

Since, the Native American MSCE values in the data tend to be higher,

=> the test statistic is W = WNA = 18.

Testing rule:

At 0.05% level of significance, for sample size 7, the critical value for the type of alternative hypothesis is 3(value from statistical table) i.e. the null hypothesis is rejected if W 3.

Decision:

Since in this case W = 18 > 3, there is not enough evidence to reject null hypothesis, at the 0.05 significance level.


Related Solutions

Native American (#1) [8.50, 9.48, 8.65 ] Caucasian (#2) [8.27, 8.20, 8.25, 8.14] alpha = 0.15...
Native American (#1) [8.50, 9.48, 8.65 ] Caucasian (#2) [8.27, 8.20, 8.25, 8.14] alpha = 0.15 b. Test the difference between the two group means using a permutation test.
1. Native American [8.50, 9.48, 8.65] 2. Caucasian [8.27, 8.20, 8.25, 8.14] alpha = 0.10 Test...
1. Native American [8.50, 9.48, 8.65] 2. Caucasian [8.27, 8.20, 8.25, 8.14] alpha = 0.10 Test the difference between the two groups using a two sample t-test, using p value approach, with detailed formulas and conclude
1.Your patient, Jessie Baer, is a member of the Native American community. It is of critical...
1.Your patient, Jessie Baer, is a member of the Native American community. It is of critical importance that nurses develop cultural competence. Discuss the key components of cultural competence. 2.The diet of the pregnant woman with diabetes is individualized to account for increased fetal and metabolic requirements. Discuss the factors that should be considered when formulating Jessie Baer's plan of care. 3.A glucose reflectance meter or biosensor monitor is the commonly accepted method for monitoring blood glucose levels at home....
In parts 1–2 below, determine whether or not ? is a subgroup of ?. (Assume that...
In parts 1–2 below, determine whether or not ? is a subgroup of ?. (Assume that the operation of ? is the same as that of ?.). (2) 1. ? = 〈R, +〉, ? = {log?: ?∈Q, ?>0}. 2. ? = 〈R, +〉, H = {log?: ?∈Z, ?>0}.
1. Determine whether the variable is qualitative or quantitative. State of residenceState of residence 2. Determine...
1. Determine whether the variable is qualitative or quantitative. State of residenceState of residence 2. Determine whether the variable is qualitative or quantitative. Eye colorEye color 3.Determine the level of measurement of the variable. Birth order among siblings in a familyBirth order among siblings in a family 4.A polling organization contacts 15701570 adult women who are 30 to 70 years of ageadult women who are 30 to 70 years of age andand live in the United Stateslive in the United...
1. Therapist addressing issues of substance abuse within the Native American Community should consider interventions that...
1. Therapist addressing issues of substance abuse within the Native American Community should consider interventions that emphasize the importance of which cultural and spiritual value? a. Sharing b. Cooperation c. Spirituality d. None of the above. 2. Examples of heterosexist bias in therapy include: a. Assumptions made by the therapist of the client having a heterosexual orientation. b. Assuming that a client’s sexual orientation is the sole reason for his/her presentation. c. Belief that Gay/Lesbian/Bi-sexual lifestyle is sinful d. All...
Determine whether the integrals are divergent or convergent. Calculate the convergent ones. ?)∫ 1 / ?^2+?...
Determine whether the integrals are divergent or convergent. Calculate the convergent ones. ?)∫ 1 / ?^2+? ?x (from 1 to positive infinity) ?) ∫ ? −√? / √? ?? ( from 1 to positive infinity) ?) ∫ ??????? (negative infinity to positive infinity) ?) ∫ 1 / √3−? ?x ( from 2 to 3)
Consider the series X∞ k=2 2k/ (k − 1)! . (a) Determine whether or not the...
Consider the series X∞ k=2 2k/ (k − 1)! . (a) Determine whether or not the series converges or diverges. Show all your work! (b) Essay part. Which tests can be applied to determine the convergence or divergence of the above series. For each test explain in your own words why and how it can be applied, or why it cannot be applied. (i) Divergence Test (ii) Direct Comparison test to X∞ k=2 2k /(k − 1). (iii) Ratio Test
Determine whether the polynomials form a basis for P3: 1 − 2t ^2 , t +...
Determine whether the polynomials form a basis for P3: 1 − 2t ^2 , t + 2t^3 , 1 − t + 2t^2
identify the specific type of mutation below and determine whether #1 or #2 is worse and...
identify the specific type of mutation below and determine whether #1 or #2 is worse and explain. mutation #1 CAG CCT TTG CGC AAG mutation #2 CAG CCT TTA CCC AAG
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT