20 at the 10% level of significance. (Extension of more than 20° isknown to increase the risk of injury under repeated use.)The rejection region for the test is:(b) [2.326, ∞)(d) (-∞0, –1.282] U...

Extracted text: The wrist extension in degrees was measured for each of 36 randomly selected individuals as they used a prototype of a new computer mouse. The results were ī = 20.4 and s = 1.5. The researchers wish to test Ho : µ = 20 versus Ha : µ > 20 at the 10% level of significance. (Extension of more than 20° is known to increase the risk of injury under repeated use.) The rejection region for the test is: (b) [2.326, ∞) (d) (-∞0, –1.282] U [1.282, 0) (a) [1.645, ) (e) (-x, –1.645] U [1.645, ∞) (c) [1.282, x) The correct decision and justification are: (a) Reject Ho because n > 30. (b) Reject Ho because 20.4 > 20. (c) Reject Ho because the test statistic falls in the rejection region. (d) Do not reject Ho because the test statistic does not fall in the rejection region. (e) Do not reject Họ because the observed significance is greater than .10.