(Solved) State whether true or false: In hypothesis testing, if the significance level is .05, then beta, the type II error is 1-.05 = .95 In hypothesis
Question: State whether true or false:
- In hypothesis testing, if the significance level is .05, then beta, the type II error is 1-.05 = .95
- In hypothesis testing, if the null hypothesis is true, a Type II error could be made.
- In hypothesis testing, if the decision is to accept Ho, a Type II error could be made.
- In hypothesis testing, if the null hypothesis is rejected, it is because it is definitely not true.
- A one-sided test is used whenever the sample size is small.
- If alpha = .05, it means that if Ho is true, the chance of falsely rejecting it is maximum 5%.
- If the P-value is .04, and the significance level alpha = .05, then we will reject Ho.
- A hypothesis test is performed, and the data were found to be statistically significant at alpha = 5%. Then data will be significant at 1% also
- Increasing alpha increases the critical value.
- Decreasing alpha increases the area of the critical region.
Price: $2.99
Solution: The downloadable solution consists of 2 pages
Deliverable: Word Document 