LectureOct24

LectureOct24 - BME 423 Lecture Notes - Oct. 21, 2008...

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Confidence Intervals (CI) BME 423 Lecture Notes - Oct. 21, 2008 I. Size of Treatment Effect: Difference of two Means II. What Does Confidence Mean? III. CI to Test Hypothesis IV. CI for the Population Mean V. Size of Treatment Effect: Difference of two Proportions VI. CI for the Population Proportion Glantz Chapt. 7 pp 219-244
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I. Size of Treatment Effect: Difference of two Means To test null hypothesis of no difference – t Test 12 22 XX t s s nn = + () tt α ν > Reject null hypothesis: P < 2 ν= +− t s = 2 112 2 (1 ) ( 1 ) 2 ns n s s −+ =
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( ) ( ) () 12 1 2 XX t s μ −− = Suppose two samples are drawn from populations with different means? 0.05 t ν 0.05 t 95% of the values of t fall in the interval: 0.05 0.05 tt t −< < 0.05 t to 0.05 t
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( ) ( ) () 12 1 2 XX t s μ −− = Suppose two samples are drawn from populations with different means? Solve for 0.05 0.05 tt t ν −< < ( ) ( ) 1 2 0.05 0.05 s μμ < ( ) ( ) 1 2 0.05 1 2 1 2 0.05 t s t s νμ < <−+ 95% CI for ( )
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( ) () ( ) 12 1 2 XX t s t s αα νμ μ ν −− < <−+ In General: 100(1- α) % CI for ( )
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This note was uploaded on 12/02/2008 for the course BME 423 taught by Professor D'argenio during the Fall '06 term at USC.

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LectureOct24 - BME 423 Lecture Notes - Oct. 21, 2008...

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