OThere is no significant evidence to show that gender and birth type are associated Q There is no significant evidence to show that at least one proportion is different from what is expected. OThere is no significant evidence to show that gender and birth type are independent. 0 There is significant evidence to show that gender and birth type are associated. Q There is significant evidence to show that at least one proportion is different from what is expected. Question 7 (4 points) The following table shows the observed counts from the distribution of 149 males and females born preterm and full-term. The figures below came from a study by Harel-Gadassi et al.(2018) regarding the long-term risks of autism spectrum disorder (ASP) in children born preterm (PT) and full term (FT). Birth Type Gender Pre-term Full-term Total (PT) (FT) Female 63 21 84 Male 47 18 65 Total 110 39 149 [Source: Harel-Gadassi, A., Friedlander, E., Yaari, M., Bar-Oz, B., Eventov-Friedman, S., Mankuta, D., & Yirmiya, N. (2018). Risk for ASD in Preterm Infants: A Three-Year Follow-Up Study. Autism research and treatment, 2018, 8316212. https://doi.org/10.1155/2018/8316212] Suppose you are interested in determining if an association exists between gender and birth type. From your test of significance under 5% level of significance, what would be the most appropriate conclusion?Question 4 (4 points) The following table shows the observed counts from the distribution of 149 males and females born preterm and full-term. The figures below came from a study by Harel-Gadassi et al.(2018) regarding the long-term risks of autism spectrum disorder (ASP) in children born preterm (PT) and full term (FT). Birth Type Gender Pre-term Full-term Total (PT) (FT) Female 63 21 84 Male 47 18 65 Total 110 39 149 [Source: Harel-Gadassi, A., Friedlander, E., Yaari, M., Bar-Oz, B., Eventov-Friedman, S., Mankuta, D., & Yirmiya, N. (2018). Risk for ASD in Preterm Infants: A Three-Year Follow-Up Study. Autism research and treatment, 2018, 8316212. https://doi.org/10.1155/2018/8316212] Suppose you are interested in determining if an association exists between gender and birth type. Conducting a test of significance under 5% level of significance, you calculated X2 to be equal toO A) 0.1375 O B) 2.2615 O C) 8.0325 O D) 1.1234 O E) 0.1949 Question 5 (4 points)