please only give letter answer no need for full explaination

please only give letter answer, no need for full explaination. thanks

Lengths of newborn babies (in inches) have a mean of 20 and a standard deviation of 2. Once z-scores are found, this sketch of the tails of the normal curve can be used to estimate probabilities. 13. A newborn with a length of 20 inches is ACT scores for a population of students have a mean of 21 and a standard deviation of 5. Once z-scores are found, this sketch of the tails of the normal curve can be used to estimate probabilities. 14. The probability of being greater than 27 is between Math SAT scores for a certain population are approximately normal with a mean of 610 and a standard deviation of 72. 15. Use the sketch of the tails of the z curve to estimate the probability of a score below 437: between ? 16. The plots below are for students\' Math SAT scores (normal), credits taken (left-skewed), hours of sleep (also left-skewed), and weights (right-skewed), in scrambled order. Which one is the normal probability plot for students\' weights?

Solution

AEBC     Please rate quickly