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Let's assume that the distribution of lengths for a strut manufactured for a critical joint on the space shuttle has a normal distribution with a
Let's assume that the distribution of lengths for a strut manufactured for a critical joint on the space shuttle has a normal distribution with a mean of 4.230 cm and a standard deviation of 0.001 cm. If the struts are meticulously inspected and quality tested, and a bolt must be between 4.2296 and 4.2304 cm to function correctly within the shuttle, what percent of struts manufactured pass inspection?
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