A process for a certain type of ore is designed to reduce the concentration of impurities to less than 2%. It is known that the standard deviation of impurities for processed ore is 0.6%. Let μ represent the mean impurity level, in percent, for ore specimens treated by this process. The impurity of 80 ore specimens is measured, and a test of the hypothesis H0: μ ≥ 2 versus H1: μ <2 will be performed.
a. If the test is made at the 5% level, what is the rejection region?
b. If the sample mean impurity level is 1.85, will H0 be rejected at the 10% level?
c. If the sample mean pH is 1.85, will H0 be rejected at the 1% level?
d. If the value 1.9 is a critical point, what is the level of the test?
Unit 1 Notes Tuesday, September 6, 2016 3:53 PM Chapter 1: Chemical, Cellular, and Evolutionary Foundation Scientific method: Observations-->Hypothesis-->Predictions-->Experiments or new observations (must be objective and repeatable)-->Theory Hypothesis: 1. Makes predictions about experiments not yet run 2. Are testable in an objective manner 1 observation can lead to reject/support hypothesis, not prove Test group has variable, control group doesn't 1.3: The Cell Cell: simplest self-replicating entity that exists as independent unit of life Essential cell features: 1 Store and transmit info, reproduce by copying DNA DNA-->RNA-->Protein = central dogma (flow of info in cell) The gene is a DNA sequence that co