The circumference of a species of tree was thought to be different depending on certain geographical factors. An SRS of 60 trees of this species is selected in Sequoyah National Forest, where it is found that x̄1= 6 meters with a standard deviation S1= 3 meters. A second SRS of size 40 trees of the same species is independently selected in Yellowstone National Forest, and it is found that x̄2= 4 meters with a standard deviation S2= 2 meters. Let μ1 and μ2 represent, respectively, the true mean circumferences of this species of tree. Assume the two-sample t procedures are safe to use. What is a 95% confidence interval for μ1 - μ2 based on these data?
A) 2 ± 0.50 m
B) 2 ± 0.84 m
C) 2 ± 0.99 m
D) 2 ± 1.34 m
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