Question $3$

$6$ pts

Assume the body lengths of the population of snakes at the Henry Villas Zoo are approximately normally distributed with a mean of $28$ inches and a standard deviation of $3\mathrm{.}7$ inches. Consider three snakes at the zoo, a Western Hognose snake, a Corn snake, and a Children's python. The Western Hognose snake is $29$ inches long, the Corn snake has a length which is $0\mathrm{.}8$ standard deviations above the mean, and the Children's python is at the $30$th percentile. With this information, select the correct option in each dropdown..

The Corn snake is $$ inches long. The Children's python has a length which is $$ standard deviations

$$ the mean, the Children's python is

$$ inches long, Then, the longest in length is