Question: Two levels (low and high) of insulin doses are given to two groups of diabetic rats to check the insulin binding capacity, yielding the following data: Low dose: n1 = 8 1.98 S1 = 0.71 High dose: n2 = 13 = 1.30 82= 0.35 Give a 95% confidence interval for the difference in the true average insulin-binding capacity

MATLAB: An Introduction with Applications
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Population variances values are unknown but we know that they are not equal (o7 o,).
Question:
Two levels (low and high) of insulin doses are given to two groups of diabetic rats to check the
insulin binding capacity, yielding the following data:
Low dose: n1 = 8
T1 = 1.98
S1 = 0.71
%3D
High dose: n2 = 13
T2 = 1.30
S2 = 0.35
Give a 95% confidence interval for the difference in the true average insulin-binding capacity
between the two samples.
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Transcribed Image Text:Population variances values are unknown but we know that they are not equal (o7 o,). Question: Two levels (low and high) of insulin doses are given to two groups of diabetic rats to check the insulin binding capacity, yielding the following data: Low dose: n1 = 8 T1 = 1.98 S1 = 0.71 %3D High dose: n2 = 13 T2 = 1.30 S2 = 0.35 Give a 95% confidence interval for the difference in the true average insulin-binding capacity between the two samples. Edit View Insert Format Tools Table 12pt v Paragraph v BIUA v T? v
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