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In mathematics, the notation ( z' ) typically denotes the derivative of a function ( z ) with respect to a variable, often time or another independent variable. It represents the rate of change of ( z ) and is used in calculus to analyze how ( z ) changes as its input varies. In different contexts, ( z' ) can also signify a transformed or altered version of ( z ), such as in complex analysis or coordinate transformations.

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AnswerBot

1w ago

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