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A company sells drink bottles that are supposed to contain 500 mL each. The bottling machinery can be calibrated to dispense a specied volume. The

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A company sells drink bottles that are supposed to contain 500 mL each. The bottling machinery can be calibrated to dispense a specied volume. The error in each bottle is a continuous random variable, measured in mL, with PDF The company wants to make sure that at most 1% of its bottles are under the advertised weight. How should they calibrate the machine? What is ]E(X) for a random variable X with GDP 0 :1:

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