IPA: /kɔːˈɔːrdɪnətli/
KK: /kɔːˈɔːrdɪnətli/
Definition: In a way that is organized or arranged together with others, often to achieve a common goal.
Example: The team worked coordinately to complete the project on time.
IPA: /kɔːˈɔːrdɪnɪs/
KK: /kɔːˈɔːrdɪnɪtnəs/
Definition: The quality or state of being arranged in a way that is equal or harmonious with other elements.
Example: The coordinateness of the design made it visually appealing and easy to navigate.
IPA: /kɔːˈɔːrdɪnətɪv/
KK: /kɔːˈɔːrdɪnətɪv/
Definition: Relating to the act of organizing or arranging different elements to work together effectively.
Example: The coordinative efforts of the team led to a successful project completion.
IPA: /kəˈpɑːrsənər/
KK: /kəˈpɑːrsənər/
Definition: A person who shares an inheritance with others, typically as a joint heir.
Example: After their parents passed away, the siblings became coparceners of the family estate.
IPA: /kəˈpɜːrnɪsiəm/
KK: /kəˈpɜrnɪsiəm/
Definition: A chemical element that is synthetic and has the atomic number 112, represented by the symbol 'Cn'.
Example: Copernicium is a highly unstable element that was first synthesized in 1996.
IPA: /ˈkoʊpiəs/
KK: /ˈkoʊpiəs/
Definition: This word describes something that is very large in amount or quantity, often used to refer to a lot of information or a large supply of something.
Example: The author provided copious notes to support her arguments in the book.
IPA: /kəˈpɪs.li/
KK: /kəˈpɪsli/
Definition: In large amounts; abundantly.
Example: She took copiously from the buffet, filling her plate with food.
IPA: /kəˈpɪəsnəs/
KK: /kəˈpɪəsnəs/
Definition: The condition of having a large amount or quantity of something.
Example: The copiousness of the notes made studying for the exam much easier.
IPA: /kəʊˈpleɪnə/
KK: /kəˈpleɪnər/
Definition: Existing or happening in the same flat surface or plane.
Example: The three points are coplanar, meaning they all lie on the same flat surface.
IPA: /kəʊˈplænəˌrɪti/
KK: /kəˈplænərɪti/
Definition: The condition where points or lines lie on the same flat surface or plane.
Example: In geometry, coplanarity is important when determining the relationships between different shapes.
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