To start this do I need to plug in ages 40 and 30 into the original question? I'm unsure how to tackle this to begin to solve for the estimated odds and CI.

a. No, because the I for the odds ratio includes 1. 33. 1 p The following logistic regression relates the low birthweight outcome to mother's age: In(oddsofLBW) = 0.38 +-0.05x1 , where x1= age of the mother. The estimated standard error of the slope of x1 (SE(B,) ) is 0.03, and the range of mother's ages is 14-45 years. - What is the estimated odds ratio, and 95% CI for the odds of delivering a low birth weight baby for 40 years old mothers compared to 30 year old mothers? 0. 38 + - 10.05 (407 = - 1. 62 a. 0.60 (0.89, 1.01) 0. 38 + - 0. 05 (30) = -1. b. 9.5 (8.9, 10.1) bisbrisde betsmiles andT mention GABO O x20.0 c. 0.60 (0.31, 1.10) d. 9.5 (3.1, 11.0) thick wel paled alpsinisleft end asewed qidanolisten bedsprize 3433. The following logistic regression relates the low birthweight outcome to mother's age: In(oddsofLBW) = 0.38 + -0.05x1 , where x1= age of the mother. The estimated standard error of the slope of x1 (SE(3, ) ) is 0.03, and the range of mother's ages is 14-45 years. - What is the estimated odds ratio, and 95% CI for the odds of delivering a low birth weight baby for 40 years old mothers compared to 30 year old mothers? 0. 38 + - 10. 05 ( 407 = - 1. 6 a. 0.60 (0.89, 1.01) . 38 + - 0.05 ( 30) = - 1. b. 9.5 (8.9, 10.1) bisbreda betsmiles andT mention GiBy Do c. 0.60 (0.31, 1.10) d. 9.5 (3.1, 11.0) 34. 506 relates the low birthweight outcome to mother's age