gaussian curve Sentence Examples

  1. The Gaussian curve, also known as the normal distribution, describes the bell-shaped pattern of data points in many natural and statistical phenomena.
  2. The height of the Gaussian curve corresponds to the probability of observing a particular value.
  3. The spread of the Gaussian curve, known as the standard deviation, measures the variability of the data.
  4. Changes in the mean of a Gaussian curve shift the curve along the x-axis, while changes in the standard deviation alter its width.
  5. The integral of a Gaussian curve over a given interval provides the probability of a data point falling within that interval.
  6. The Gaussian curve is a fundamental tool in statistics, used for hypothesis testing, statistical inference, and modeling.
  7. Many physical processes, such as the distribution of molecular velocities in a gas, exhibit a Gaussian curve.
  8. The Gaussian curve is also used in psychology to model cognitive and behavioral distributions, such as IQ scores or reaction times.
  9. The Gaussian curve can be skewed in real-world data, requiring the use of non-Gaussian distributions.
  10. The Gaussian curve is a powerful statistical descriptor, providing a basis for understanding the distribution and variability of data in countless applications.

gaussian curve Meaning

Wordnet

gaussian curve (n)

a symmetrical curve representing the normal distribution

Synonyms & Antonyms of gaussian curve

No Synonyms and anytonyms found

FAQs About the word gaussian curve

a symmetrical curve representing the normal distribution

No synonyms found.

No antonyms found.

The Gaussian curve, also known as the normal distribution, describes the bell-shaped pattern of data points in many natural and statistical phenomena.

The height of the Gaussian curve corresponds to the probability of observing a particular value.

The spread of the Gaussian curve, known as the standard deviation, measures the variability of the data.

Changes in the mean of a Gaussian curve shift the curve along the x-axis, while changes in the standard deviation alter its width.