The heights of a population of sunflowers are normally distributed with a mean of 150150 centimeters and a standard deviation of 1212 centimeters. If a randomly selected sunflower is 138138 centimeters tall, what percentile does this height correspond to, according to the Empirical Rule?

The heights of a population of sunflowers are normally distribute...

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The heights of a population of sunflowers are normally distributed with a mean of 150150 centimeters and a standard deviation of 1212 centimeters. If a randomly selected sunflower is 138138 centimeters tall, what percentile does this height correspond to, according to the Empirical Rule?

The heights of a population of sunflowers are normally distributed with a mean of $150$ centimeters and a standard deviation of $12$ centimeters. If a randomly selected sunflower is $138$ centimeters tall, what percentile does this height correspond to, according to the Empirical Rule?