IPA: /ɪnˌvɪn.sɪˈbɪl.ɪ.ti/
KK: /ɪnˈvɪnsəˌbɪlɪti/
Definition: The state of being unable to be defeated or overcome; the quality of being unbeatable.
Example: The team's invincibility made them the favorites to win the championship.
IPA: /ɪnˈvɪnsəbl/
KK: /ɪnˈvɪnsəbl/
Definition: Not able to be defeated or overcome; unbeatable.
Example: The team's invincible spirit helped them win the championship.
IPA: /ɪnˈvɪnsəblnəs/
KK: /ɪnˈvɪnsəblnəs/
Definition: The state or quality of being unable to be defeated or overcome; being unbeatable.
Example: The team's invincibleness was evident as they won every match of the season.
IPA: /ɪnˈvɪnsəblɪ/
KK: /ɪnˈvɪnsəblɪ/
Definition: In a way that cannot be defeated or overcome; showing great strength or resilience.
Example: She faced every challenge invincibly, never backing down from a fight.
IPA: /ɪnˌvaɪəˈbɪləti/
KK: /ɪnˌvaɪəˈbɪləti/
Definition: The state of being protected from violation or harm; something that cannot be broken or violated.
Example: The inviolability of human rights is a fundamental principle in many societies.
IPA: /ɪnˈvaɪəbl/
KK: /ɪnˈvaɪəbl/
Definition: Something that cannot be violated or broken; it is protected and secure from harm or disrespect.
Example: The rights of every individual are considered inviolable in a just society.
IPA: /ɪnˈvaɪəblɪ/
KK: /ɪnˈvaɪəblɪ/
Definition: In a way that cannot be broken, violated, or harmed; securely and safely.
Example: The rules must be followed inviolably to ensure fairness for everyone.
IPA: /ɪnˈvaɪəˌleɪtli/
KK: /ɪnˈvaɪəˌleɪtli/
Definition: In a way that is not violated or harmed; kept safe and secure.
Example: The rules must be followed inviolately to ensure fairness for everyone.
IPA: /ɪnˈvaɪrəl/
KK: /ɪnˈvaɪrəl/
Definition: Lacking qualities traditionally associated with masculinity; weak or unmanly.
Example: He felt that his actions were seen as invirile by his peers.
IPA: /ɪnˈvɪsɪd/
KK: /ɪnˈvɪsɪd/
Definition: Describing a fluid that does not have any resistance to flow, meaning it can move without any internal friction.
Example: In fluid dynamics, we often study inviscid flows to simplify the analysis of fluid motion.
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