A wildlife biologist recorded the number of sightings of a bird species at different elevation ranges. The data is:

Test the claim that the distribution of sightings is normally distributed using a chi-square goodness-of-fit test at the $0.05$ significance level.

There is sufficient evidence at the $0.05$ significance level to conclude that bird sightings do not follow a normal distribution with respect to elevation.

There is insufficient evidence at the $0.05$ significance level to conclude that bird sightings follow a uniform distribution with respect to elevation.

There is sufficient evidence at the $0.05$ significance level to conclude that bird sightings follow a normal distribution with respect to elevation.

There is insufficient evidence at the $0.05$ significance level to reject the claim that bird sightings follow a normal distribution with respect to elevation.