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What are the two definitions of a derivative?
What are the two definitions of a derivative?
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Definition of a derivative:
The two definitions of a derivative are as follows:
- By the geometrical approach: The slope of the curve for the given function is called the derivative of a function.
- By physical approach: The instantaneous rate of change of a function concerning the variable at a point is called the derivative of a function.
Definition of a derivative:
The two definitions of a derivative are as follows:
- By the geometrical approach: The slope of the curve for the given function is called the derivative of a function.
- By physical approach: The instantaneous rate of change of a function concerning the variable at a point is called the derivative of a function.
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