"Intangibles" Pronounce,Meaning And Examples

"Intangibles" Natural Recordings by Native Speakers

Intangibles
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"Intangibles" Meaning

Intangibles are qualities or attributes that cannot be seen, touched, or measured directly. They are abstract concepts or values that are difficult to quantify or evaluate, often involving emotions, thoughts, or feelings. Examples of intangibles include:

Morale
Trust
Loyalty
Creativity
Innovation
Teamwork
Atmosphere
Mood

Intangibles can have a significant impact on the success or outcome of a situation, but they can be challenging to describe or quantify, making it difficult to fully understand or manage them.

"Intangibles" Examples

Usage Examples for "Intangibles"


The company's greatest asset was its reputation, a valuable intangible that took years to build. (#business)
The thrill of running a marathon is hard to explain, it's an intangible feeling that's difficult to capture. (#sports)
The artist's genius lay in her ability to capture the intangible essence of her subjects on canvas. (#art)
The customer's decision to choose our product was influenced by the intangible sense of trust we had established. (#marketing)
The qualia of the experience was an intangible but crucial aspect of the campers' survival in the wilderness. (#philosophy)

"Intangibles" Similar Words

Intactness

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Intactness refers to the state of being unbroken, uninjured, or unmutilated; the quality of being whole, complete, and undamaged. It can also refer to the quality of being morally or ethically sound, pure, and uncorrupted.

Intagliated

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Intaglio

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Intake

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Intakes

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Intangibility

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Intangible

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Intangibleness

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Intangibleness refers to the state or quality of being intangible, which means being invisible, imperceptible, or non-physical. It describes something that cannot be touched, seen, or measured, such as emotions, ideas, or concepts. Intangibleness can also imply a sense of vagueness or uncertainty, as intangible things may be difficult to grasp or define.

Intangibly

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Intarsia

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Integer

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An integer is a whole number, either positive, negative, or zero, without a fractional part. Examples of integers include 5, -3, 0, and 12. In other words, integers are numbers that are not decimals or fractions.

Integers

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Integrable

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Integral

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Integralism

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Integralist

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