Finding Confidence intervals

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Finding Confidence intervals

description

Finding Confidence intervals. Confidence Intervals. Confidence interval centers on the sample means plus/minus (t critical )(standard error) Result is a range of scores with the sample mean in the center. Confidence Interval: One sample. CI = M ± (t critical )(Sm). - PowerPoint PPT Presentation

Transcript of Finding Confidence intervals

Page 1: Finding Confidence intervals

Finding Confidence intervals

Page 2: Finding Confidence intervals

Confidence Intervals

• Confidence interval– centers on the sample means plus/minus

(tcritical)(standard error)

• Result is a range of scores with the sample mean in the center

Page 3: Finding Confidence intervals

Confidence Interval: One sample

• CI = M ± (tcritical)(Sm)

Page 4: Finding Confidence intervals

Confidence Interval: Two Independent Samples

–CI = (M1-M2) ± (tcritical)( Sm1-m2)

–Sm1-m2 = standard error of difference between the means

Page 5: Finding Confidence intervals

Paired or Dependent SamplesStandard error of mean of differences

First member Second member

Differences

A1 A2 A1-A2

B1 B2 B1-B2

C1 C2 C1-C2

D1 D2 D1-D2

E1 E2 E1-E2

Page 6: Finding Confidence intervals

Confidence Interval: Paired or dependent samples

• We work with the Differences

• CI = Md ± tcritical smd

• Smd = standard error of mean of differences