en the “significance level below”, state the confidence level. Sketch the Z-score graph with the significance level. The test type is given (left, right or two-tailed). Hint: Modify an image from the internet or sketch using software. Be resourceful. State the z-value (z-score) for the α value given (Zα). Use the Z table to find the Z value. Label the rejection region. α = 0.05 H0 µ H1 > µ
en the “significance level below”, state the confidence level. Sketch the Z-score graph with the significance level. The test type is given (left, right or two-tailed). Hint: Modify an image from the internet or sketch using software. Be resourceful. State the z-value (z-score) for the α value given (Zα). Use the Z table to find the Z value. Label the rejection region. α = 0.05 H0 µ H1 > µ
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter4: Equations Of Linear Functions
Section4.5: Correlation And Causation
Problem 11PPS
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- Given the “significance level below”, state the confidence level.
- Sketch the Z-score graph with the significance level. The test type is given (left, right or two-tailed). Hint: Modify an image from the internet or sketch using software. Be resourceful.
- State the z-value (z-score) for the α value given (Zα). Use the Z table to find the Z value.
- Label the rejection region.
- α = 0.05
H0 µ
H1 > µ
Zα = 1.645
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