Let μ denote the average resting heart rate for a healthy female. For a large-sample z test of Ho: μ = 80 versus H₂: μ< 80, find the P-value associated with each of the given values of the z test statistic. (Round your answers to four decimal places.) (a) -0.51 (b) -0.94 (c) -1.95 (d) -2.27 (e) 1.30

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Let \( \mu \) denote the average resting heart rate for a healthy female. For a large-sample z test of \( H_0: \mu = 80 \) versus \( H_a: \mu < 80 \), find the P-value associated with each of the given values of the z test statistic. (Round your answers to four decimal places.)

(a) \(-0.51\)  
[  ]

(b) \(-0.94\)  
[  ]

(c) \(-1.95\)  
[  ]

(d) \(-2.27\)  
[  ]

(e) \(1.30\)  
[  ]
Transcribed Image Text:Let \( \mu \) denote the average resting heart rate for a healthy female. For a large-sample z test of \( H_0: \mu = 80 \) versus \( H_a: \mu < 80 \), find the P-value associated with each of the given values of the z test statistic. (Round your answers to four decimal places.) (a) \(-0.51\) [ ] (b) \(-0.94\) [ ] (c) \(-1.95\) [ ] (d) \(-2.27\) [ ] (e) \(1.30\) [ ]
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Step 1: Determine the given data

Since you have posted a question with multiple sub parts, we will provide the solution only to the first three sub parts as per our Q&A guidelines. Please repost the remaining sub parts separately.

From the provided information,

The hypotheses are as follow:

H subscript 0 colon mu equals 80
H subscript a colon mu less than 80

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