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( Important- assume that ECG monitors are regularly serviced and normally functional ( most ? ) in a clinic ): 1. If 85 ECG monitors
( Important- assume that ECG monitors are regularly serviced and normally functional ( most ? ) in a clinic ): 1. If 85 ECG monitors are available, what is the probability that you will select the one ECG monitor that does not work properly ?( use appropriate probability notation to describe)
2. What is the ( complementary ) probability that you will select a properly working ECG monitor ( of 85 monitors ) on the first try ? ( use appropriate probability notation to describe )
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