Exam: GRE (Verbal)

Definition: Not able to be affected or influenced by something.

Example: She is insusceptible to peer pressure and always makes her own choices.

Definition: Not damaged or altered; remaining whole and complete.

Example: The ancient vase was found intact after all these years.

Definition: The state of being whole or undamaged, without any parts missing or broken.

Example: The ancient artifact was preserved in perfect intactness after centuries.

Definition: The quality of being unable to be touched or physically measured; something that cannot be perceived by the senses.

Example: The intangibility of the brand's value makes it difficult to assess its true worth.

Definition: Something that cannot be touched or physically measured; it often refers to concepts or qualities rather than physical objects.

Example: The company's intangible assets include its brand reputation and customer relationships.

Definition: Something that cannot be touched or seen, often referring to assets or qualities that are not physical, like goodwill or creativity.

Example: The company's reputation is one of its most valuable intangibles.

Definition: The quality of being unable to be touched or physically measured; something that cannot be perceived by the senses.

Example: The intangibleness of her emotions made it difficult for him to understand her feelings.

Definition: In a way that cannot be touched or physically measured; relating to things that are not material or concrete.

Example: The artist expressed her feelings intangibly through her abstract paintings.

Definition: A whole number that can be positive, negative, or zero, but not a fraction or decimal.

Example: The number 5 is an integer, while 5.5 is not.

Definition: The quality of being able to be integrated or combined in a mathematical sense.

Example: The integrability of the function was proven using advanced calculus techniques.

Definition: Able to be combined into a whole or to undergo a process of integration, especially in mathematics.

Example: The function is integrable over the given interval, allowing us to calculate its area under the curve.