T Distribution Confidence Interval
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This example demonstrates the calculation of T distribution confidence intervals. Key mathematical concepts include T distribution and confidence intervals. Using GeoGebra commands like TDistribution and Integral, users can dynamically adjust sample size and confidence level to observe changes in the T distribution. Suitable for high school and above students or teachers.
GeoGebra Commands & Parameters
TDistribution(n - 1, x, false) → fIntegral(f, l, u) → aInverseTDistribution(n - 1, p) → bTextfield(n) → InputBox1Integral(f, -10000, b) → cTextfield(m) → InputBox2Textfield(s) → InputBox3Textfield(C) → InputBox5InverseTDistribution(n - 1, (1 - C) / 2) → dTextfield(e) → InputBox4Textfield(g) → InputBox6Textfield(h) → InputBox7Textfield(i) → InputBox8Textfield(j) → InputBox9