A private hospital stocks a code blue resuscitation kit that has a normally distributed demand during the reorder period. The mean (average) demand during the reorder period is 350 kits, and the standard deviation is 10 kits. QUESTION 9 What is the probability that during the reorder period, the demand for the "code blue" resuscitation kits oscillated between 329 and 375 kits? A. 0.9759 B. 0.0241 C. 0.4821 D. 0.4938 QUESTION 10 What is the probability that on a particular day during the reorder period, the demand for the "code blue" resuscitation kits exceeded 373 kits? A. 0.1026 B. 0.0179 C. 0.0107 D. 0.2775

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A private hospital stocks a "code blue" resuscitation kit that has a normally distributed demand during the reorder period. The mean (average)
demand during the reorder period is 350 kits, and the standard deviation is 10 kits.
QUESTION 9
What is the probability that during the reorder period, the demand for the "code blue" resuscitation kits oscillated between 329 and 375 kits?
A. 0.9759
B. 0.0241
C. 0.4821
D. 0.4938
QUESTION 10
What is the probability that on a particular day during the reorder period, the demand for the "code blue" resuscitation kits exceeded 373 kits?
A. 0.1026
B. 0.0179
C. 0.0107
D. 0.2775
Transcribed Image Text:A private hospital stocks a "code blue" resuscitation kit that has a normally distributed demand during the reorder period. The mean (average) demand during the reorder period is 350 kits, and the standard deviation is 10 kits. QUESTION 9 What is the probability that during the reorder period, the demand for the "code blue" resuscitation kits oscillated between 329 and 375 kits? A. 0.9759 B. 0.0241 C. 0.4821 D. 0.4938 QUESTION 10 What is the probability that on a particular day during the reorder period, the demand for the "code blue" resuscitation kits exceeded 373 kits? A. 0.1026 B. 0.0179 C. 0.0107 D. 0.2775
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