Answer the question regarding statistics? If a researcher observed T= .559. Answ

Question

Answer the question regarding statistics?
If a researcher observed T= .559. Answer the following questions 1. True or false: if the researches takes another sample of size n = 50 from the same populations, they will observe a different value of T.
2. True or false: a large value of T supports the alternative hypothesis

3. Which statement is true? State all that are true
a. A p- value is random from sample to sample b. A p value can be negative c. A p value can exceed one D. A small p value implies strong evidence against the null hypothesis in favor of the alternative hypothesis E. A large p value implies strong evidence against the null hypothesis in favor of the alternative hypothesis
4. What value/s of T support the alternative hypothesis stronger than T =.559? Circle all that are true
A. T= .4 B T= .5 C. T= .6 D. T= .7 E. T = 8.1 Answer the question regarding statistics?
If a researcher observed T= .559. Answer the following questions 1. True or false: if the researches takes another sample of size n = 50 from the same populations, they will observe a different value of T.
2. True or false: a large value of T supports the alternative hypothesis

3. Which statement is true? State all that are true
a. A p- value is random from sample to sample b. A p value can be negative c. A p value can exceed one D. A small p value implies strong evidence against the null hypothesis in favor of the alternative hypothesis E. A large p value implies strong evidence against the null hypothesis in favor of the alternative hypothesis
4. What value/s of T support the alternative hypothesis stronger than T =.559? Circle all that are true
A. T= .4 B T= .5 C. T= .6 D. T= .7 E. T = 8.1
If a researcher observed T= .559. Answer the following questions 1. True or false: if the researches takes another sample of size n = 50 from the same populations, they will observe a different value of T.
2. True or false: a large value of T supports the alternative hypothesis

3. Which statement is true? State all that are true
a. A p- value is random from sample to sample b. A p value can be negative c. A p value can exceed one D. A small p value implies strong evidence against the null hypothesis in favor of the alternative hypothesis E. A large p value implies strong evidence against the null hypothesis in favor of the alternative hypothesis
4. What value/s of T support the alternative hypothesis stronger than T =.559? Circle all that are true
A. T= .4 B T= .5 C. T= .6 D. T= .7 E. T = 8.1

Explanation / Answer

If a researcher observed T=0.559.

1. True or false: if the researches takes another sample of size n = 50 from the same populations, they will observe a different value of T.

Ans: TRUE As the sample mean and sample standard deviation will differe from sample to sample the calculated t value will also change

2. True or false: a large value of T supports the alternative hypothesis

Ans: TRUE. If the t is large then it will lie to tails of distribution which is rejection region hence large t-value supports the alternative hypothesis.

3. Which statement is true? State all that are true

a. A p- value is random from sample to sample : False

b. A p value can be negative: False It is probability so it can not be negative

c. A p value can exceed one: False, It is probability so it lies between 0 to 1

D. A small p value implies strong evidence against the null hypothesis in favor of the alternative hypothesis: TRUE

E. A large p value implies strong evidence against the null hypothesis in favor of the alternative hypothesis: False

4. What value/s of T support the alternative hypothesis stronger than T =.559? Circle all that are true

C. T=0.6

D. T=0.7

E. T=8.1

Because greater the t-value greater the evidence against null hypothesis means large T values supports the alternative hypothesis.

Related Questions

Navigate

• Browse (All)
• Browse A
• Subjects

---

---

Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.