P-values 3. An aircraft manufacturer needs specialty steel rods with a tensile strength of at least 5,000 pounds. The firm's quality inspector tests a random sample of incoming steel rods. 64 rods are tested (n= 64). The standard deviation is 800 pounds. (Assume that this represents the known population standard deviation o). The inspector finds a mean strength of X = 4800 pounds. Test Ho: u2 5000 pounds versus HA: u < 5000. Use a = .05. %3D %3D What is the p- value here?

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P- values
An aircraft manufacturer needs specialty steel rods with a tensile strength of at least 5,000
pounds. The firm's quality inspector tests a random sample of incoming steel rods.
64 rods are tested (n 64). The standard deviation is 800 pounds. (Assume that this
represents the known population standard deviation o).
The inspector finds a mean strength of X = 4800 pounds.
Test Ho: u 2 5000 pounds versus HA: u < 5000. Use a = .05.
3.
What is the p - value here?
Transcribed Image Text:P- values An aircraft manufacturer needs specialty steel rods with a tensile strength of at least 5,000 pounds. The firm's quality inspector tests a random sample of incoming steel rods. 64 rods are tested (n 64). The standard deviation is 800 pounds. (Assume that this represents the known population standard deviation o). The inspector finds a mean strength of X = 4800 pounds. Test Ho: u 2 5000 pounds versus HA: u < 5000. Use a = .05. 3. What is the p - value here?
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