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1 points Save Ans The distribution of body temperature for a sample of healthy adults is known to be bell-shaped and symmetric with a mean of 97.75 degrees F and a standard deviation of 0.90. Calculate the actual body temperature of an healthy adult and interpret the meaning of this body temperature that has a z-score of +1.5. Hint, the z-score formula is (value - mean) / (standard deviation) a. The body temperature is 99.1 and it represents a temperature that is 1.5 standard deviations below the mean. O b. The body temperature is 99.1 and it represents a temperature that is 1.5 standard deviations above the mean. O c The body temperature is 99.1 and it represents a temperature that is 1.5 means below the standard deviation. O d. The body temperature is 96.4 and it represents a temperature that is 1.5 means above the standard deviation