At the Coffey & Coffy Coffee Surplus Store, customers fill up bags with coffee beans. Suppose the mass of coffee beans in each bag is known to follow a normal distribution with a mean of ( 10.3 mathrm{~kg} ) and a standard deviation of ( 1.4 mathrm{~kg} ). What proportion of bags will have more than ( 10.9 mathrm{~kg} ) of coffee beans? (Note: Some iterations of this question may contain scientific notation such that, for example, ( 3.1 mathrm{E}-4=3.1 imes 10^{-4}=0.00031 ) ) Select one: 0.6672 0.9655 0.6664 0.3336 0.0345

At the Coffey \& Coffy Coffee Surplus Store, customers fill up bags with coffee beans. Suppose the mass of coffee beans in each bag is known to follow a normal distribution with a mean of 10.3kg and a standard deviation of 1.4kg. What proportion of bags will have more than 10.9kg of coffee beans? (Note: Some iterations of this question may contain scientific notation such that, for example, 3.1E4=3.1104=0.00031 ) Select one: 0.6672 0.9655 0.6664 0.3336 0.0345