IPA: //ˌdɪf.əˈrɛn.ʧə.bəl//
KK: /dɪfərˈɛnʧəbl/
Definition: Able to have a derivative calculated, meaning it can be differentiated in mathematics.
Example: The function is differentiable at every point in its domain.
IPA: /ˌdɪfəˈrɛnʃəl/
KK: /ˌdɪfəˈrɛnʃəl/
Definition: Relating to or causing a difference; distinctive or showing variation.
Example: The differential treatment of students based on their needs can lead to better learning outcomes.
Definition: A difference or variation between similar things, often used in contexts like pricing or mathematics.
Example: The differential in prices between the two stores was surprising.
IPA: /ˌdɪfəˈrɛnʃəli/
KK: /ˌdɪfəˈrɛnʃəli/
Definition: In a way that shows differences or distinctions between things.
Example: The two products are priced differentially based on their features.
IPA: /ˌdɪfəˈrɛnʃieɪt/
KK: /ˌdɪf.əˈrɛn.ʃi.eɪt/
Definition: To become different or to show differences between things.
Example: In biology, cells can differentiate into various types to perform specific functions.
Definition: To recognize or show the differences between two or more things.
Example: It is important to differentiate between fact and opinion when reading news articles.
IPA: /ˌdɪf.əˈrɛn.tʃi.eɪ.tɪd/
KK: /dɪfərˈɛnʧiˌeɪtɪd/
Definition: Having distinct characteristics or qualities that set something apart from others.
Example: The differentiated products in the market attract a variety of customers.
Definition: To recognize or ascertain what makes something different from others.
Example: The teacher differentiated the lessons to meet the needs of all students.
IPA: /ˌdɪf.ə.rɛn.tʃiˈeɪ.ʃən/
KK: /ˌdɪfərɛnʧiˈeɪʃən/
Definition: The process of distinguishing or making something different from others, often used in biology and mathematics.
Example: In biology, differentiation allows cells to develop into specialized types with specific functions.
IPA: /ˈdɪfərəntnəs/
KK: /ˈdɪfərəntnəs/
Definition: The quality or state of being not the same as something else.
Example: The differentness of their opinions made the discussion more interesting.
IPA: /ˈdɪfɪkəlt/
KK: /ˈdɪfɪkəlt/
Definition: Not easy to understand, do, or deal with; requiring a lot of effort or skill.
Example: Solving this math problem is quite difficult for me.
IPA: /ˈdɪfɪkəlti/
KK: /ˈdɪfɪkəlti/
Definition: The state of having problems or challenges that make something hard to do or understand.
Example: She faced great difficulty in solving the complex math problem.
IPA: /ˈdɪfɪdəns/
KK: /ˈdɪfɪdəns/
Definition: The quality of being shy or lacking confidence in oneself.
Example: Her diffidence made it hard for her to speak in front of the class.
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