A process for building dulcimers considers the diameter of the strings.One particular string with a mean diameter of 0.01 and standard deviation of 0.002 follows the normal distribution.If the diameter of the string is less than 0.0085 or greater than 0.0115, the dulcimer will not remain in tune and will be considered defective.What is the probability that the string diameter is less than 0.0085 or greater than 0.0115?