ba43d180-f1ae-4b96-bf7d-750305e2dbb5 2 4 5 false false 0 decimal

&[DATE] &[TIME] - &[FILENAME]

3.500 -0.000/+0.010

Mean

μ 3.502 :

Standard deviation

σ 0.0023 :

Range

x 3.495 4.510 3.496 range :

1. Equation Normal Distribution

1 σ 2 π * sqrt * / e 12 / x μ - σ / (2^* -^*

Unvectorized results. This should have worked as it is just an equation..

Singular value, meaningless to plot

x f 1 σ 2 π * sqrt * / e 12 / x μ - σ / (2^* -^* :

x f 0

2. So, lets try a different equation. As you can see the function outputs a string of solutions.

x f x 3^2 x * 0.25 sin * + :

x f 57192.9445 57209.3087 57225.673 57242.0372 41 mat

x f

Does not plot. Why?

3. So back to the Normal Distribution Equation. When I vectorize the equation, I get the expected string of results.

x f 1 σ 2 π * sqrt * / e 12 / x μ - σ / (2^* -^* vectorize :

x f 1.6897 5.7734 16.3293 38.23 74.0874 118.8469 61 mat

Now lets try plotting. First standard 2D Plot

x f

Nothing just a flat line.

Now lets try a X-Y Plot

x f

Nothing again.