Assume that during a quality assurance test under controlled conditions, readings on a certain type of thermometer are normally distributed with a mean of 0.00 C and a standard deviation of 1.00 C. Assume that as a result of the test, 3 percent of all thermometers produced will be rejected because they display temperature readings that are too high and a further 3 percent will be rejected because they display readings that are too low; the remaining 94 percent will be accepted. Find the two cut-off readings that separate the accepted thermometers from those that are rejected. (Round your answers to two decimal places and enter them in increasing order; add trailing zeros as needed.)

Only thermometers with test readings between Question Blank 1 of 2 C and Question Blank 2 of 2 C will be accepted.