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  • https://stats.libretexts.org/Workbench/Statistics_for_Behavioral_Science_Majors/07%3A_Hypothesis_Tests_for_One_Population/7.05%3A_One_Sample_Inference_Formulas
    Two-tail: zα/2 = NORM.INV(1–α/2,0,1) Right-tail: z1α = NORM.INV(1–α,0,1) Right-tail: z1α = invNorm(1–α,0,1) Two-tail: \(t_{\alpha / 2...Two-tail: zα/2 = NORM.INV(1–α/2,0,1) Right-tail: z1α = NORM.INV(1–α,0,1) Right-tail: z1α = invNorm(1–α,0,1) Two-tail: tα/2 =T.INV(1–α/2,df) Right-tail: t1α = T.INV(1–α,df) Left-tail: tα= T.INV(α,df) Two-tail: tα/2 = invT(1–α/2,df) Right-tail: t1α = invT(1–α,df) Left-tail: tα = invT(α,df)
  • https://stats.libretexts.org/Workbench/Introduction_to_Statistical_Methods_(Yuba_College)/09%3A_Hypothesis_Tests_for_One_Population/9.06%3A_Chapter_9_Formulas
    Two-tail: zα/2 = NORM.INV(1–α/2,0,1) Right-tail: z1α = NORM.INV(1–α,0,1) Right-tail: z1α = invNorm(1–α,0,1) Two-tail: \(t_{\alpha / 2...Two-tail: zα/2 = NORM.INV(1–α/2,0,1) Right-tail: z1α = NORM.INV(1–α,0,1) Right-tail: z1α = invNorm(1–α,0,1) Two-tail: tα/2 =T.INV(1–α/2,df) Right-tail: t1α = T.INV(1–α,df) Left-tail: tα= T.INV(α,df) Two-tail: tα/2 = invT(1–α/2,df) Right-tail: t1α = invT(1–α,df) Left-tail: tα = invT(α,df)

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