A video game company sends out shipments to its various stores with a mean cargo size of 75 games and...?

A video game company sends out shipments to its various stores with a mean cargo size of 75 games and a standard deviation of 4.8 games. What is the probability a store chosen at random will receive a shipment of between 65 and 85 games?A video game company sends out shipments to its various stores with a mean cargo size of 75 games and...?
z= (x - mu)/sigma


For x=85,


z=(85-75)/4.8 = 2.08333


For x=65,


z=(65-75)/4.8 = -2.08333





By looking up the normal distribution table,


probability for z=2.08333 is 0.4812





Required probability= 0.4812 * 2 = 0.9624


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