or graded. A simple linear regression analysis for n = 20 data points produced the following results: ŷ = 2.1 + 3.4x x = 2.5 y = 10.6 SSXX = 4.77 SSyy = 59.21 SSxy = 16.22 1. Find SSE, the sum of squares of residuals. SSE= SSyy- XSSxy 2. Find s, the estimated standard error of the regression model. s2 =SSE÷ and then taking square root will give s = 3. Find a 95% confidence interval for E(y) when x = 2.5. Xs.e.

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A simple linear regression analysis for n = 20 data points produced the following results:
ŷ = 2.1 + 3.4x
x = 2.5
y = 10.6
SSxx = 4.77
SSyy = 59.21
SSxy = 16.22
1. Find SSE, the sum of squares of residuals.
SSE= SSyy-
XSSxy =
2. Find s, the estimated standard error of the regression model.
s2=SSE÷
and then taking square root will give s =
3. Find a 95% confidence interval for E(y) when x = 2.5.
Xs.e.
Transcribed Image Text:Blank Filling Question. No work is required or graded. A simple linear regression analysis for n = 20 data points produced the following results: ŷ = 2.1 + 3.4x x = 2.5 y = 10.6 SSxx = 4.77 SSyy = 59.21 SSxy = 16.22 1. Find SSE, the sum of squares of residuals. SSE= SSyy- XSSxy = 2. Find s, the estimated standard error of the regression model. s2=SSE÷ and then taking square root will give s = 3. Find a 95% confidence interval for E(y) when x = 2.5. Xs.e.
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