- Solution to the Normal Curve - Worksheet 31,32,38,42,44,45
- Standard Deviations
- Sigma Probabilities
- The Normal Curve Challenge Solve for " P "
- Dynamic functions
- Dynamic Functions 2
- The Skewed Radius
- Proportional Line relationship
- Z Distribution .01 - 4.5
- Z Distribution .01-4.5
- Equations of the Z Distribution
- Mu- 0 to .6
- Direct Calculation of the Normal Distribution Probabilities
- Z probabilities with the t - statistic
- Angles : Zeta Xi Phi : The Z Distribution
- The Independent Z Distribution
- Proportional Probabilities
- The Log Distribution of Z and STD.
- Constant Reference Lines
- Trigonmic Solutions to the Normal Probabilities
- 1/2 Area Probabilities Solutions
- Percentiles and Probabilities
- Comparison Distribution
- 1/2 triangle probabilities
- Exterior Angle Probabilities
- Plot- Standard Deviation vs Normal Probabilities vs Z values
- The Square Function
- Animated Ln Values
- The Error Function
- Geometric Properties of the Normal Curve and it's Deviation
- P and 1 - P ; The Cumulative Distribution
- Probabilities by Standard Deviations
- Probabilities only using Sigma
- Solutions to the Normal Curve
- K / Sigma Probabilities
- Poisson's Distributions Relation to Z
- Independent Distributions
- Power 2 - Adjusted
- σ² = X
- Expected Value
- Family of Functions
- Normal Curve without Sigma in Denomenator
- The Normal Curve in two Forms
- Comparison of SD'S - Probabilities - Z
- The Emperical Rule?
- Student's - " Probable Error of the Mean "
- Modeling Distributions
- Fermat's Theorem
- Squarring the Circle
- Geometric Properties
- Variation
- Perspective