What part of speech is deviations?

Deviations can be categorized as a noun.

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Parts of speech

  • 1. deviations is a noun, plural of deviation.

Inflections

Noun

What does deviations mean?

Definitions

Noun

deviation - a variation that deviates from the standard or norm; "the deviation from the mean"
deviation - the difference between an observed value and the expected value of a variable or function
deviation - deviate behavior
deviation - the error of a compass due to local magnetic disturbances
deviation - a turning aside (of your course or attention or concern); "a diversion from the main highway"; "a digression into irrelevant details"; "a deflection from his goal"

Examples of deviations

#   Sentence  
1. noun Pervasive and pernicious deviations from both fact and logical validity lurked behind a meretricious plausibility.
2. noun The deviation from the mean.
3. noun This deviation shows that Eco definitely has a significant amount of option value which can be exploited with quick reactions and favourable market movements.
4. noun By averaging the squared difference between each value and the mean and finding the square root of the result, we can find the standard deviation.
5. noun No deviation from the regulations will be tolerated.
6. noun Without deviation from the norm, progress is not possible.
7. noun By averaging the squared difference between each value and the mean and finding the square root of the result, we can find the standard deviation.
8. noun No deviation from the regulations will be tolerated.
9. noun Without deviation from the norm, progress is not possible.
Sentence  
noun
Pervasive and pernicious deviations from both fact and logical validity lurked behind a meretricious plausibility.
The deviation from the mean.
This deviation shows that Eco definitely has a significant amount of option value which can be exploited with quick reactions and favourable market movements.
By averaging the squared difference between each value and the mean and finding the square root of the result, we can find the standard deviation.
No deviation from the regulations will be tolerated.
Without deviation from the norm, progress is not possible.
By averaging the squared difference between each value and the mean and finding the square root of the result, we can find the standard deviation.
No deviation from the regulations will be tolerated.
Without deviation from the norm, progress is not possible.

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