Welcome to the height of standard normal distribution calculator by **ONLINE**! In the following, we are focusing on how to calculate the height of **standard normal distribution**.

The height (ordinate) of a normal standard distribution is defined as:

Where Z is the random variable with normal distribution with mean (μ) is zero and the standard deviation (σ) is one. Z can take on any value from -infinity to +infinity.

Here are the steps you need to follow:

- Specify the
**Z**. - Set the decimal digit as you require.
- The
**height of standard normal distribution value, y,**will then be calculated correspondingly.

The figure below shows the relationship between the above parameters.

**Example:** Calculate the height of standard normal distribution with Z=1.5. It is shown by y. the decimal digit is 4. The following figure shows the value of height.

The y= 0.1295 displays on output box. The concept of this calculation is shown below.