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7 August, 07:13

During an angiogram, heart problems can be examined via a small tube (a catheter) threaded into the heart from a vein in the patient's leg. It's important that the company that manufactures the catheter maintain a diameter of 2.00 mm. (The standard deviation is quite small.) Each day, quality control personnel make several measurements to test

H0: μ = 2.00

against

HA : μ ≠ 2.00

at a significance level of

α = 0.05

. If they discover a problem, they will stop the manufacturing process until it is corrected.

a) Is this a one-sided or two-sided test? In the context of the problem, why do you think this is important?

b) Explain in this context what happens if the quality control people commit a Type I error.

c) Explain in this context what happens if the quality control people commit a Type II error.

+1
Answers (2)
  1. 7 August, 08:53
    0
    C

    Step-by-step explanation:

    c) Explain in this context what happens if the quality control people commit a Type II error.
  2. 7 August, 09:48
    0
    The answer is b because well basically
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