To explain: The differentiation and integration are inverse process.
The statement is correct.
Show the Fundamental theorem of calculus as below:
The theorem is valid if the function f is continuous on .
Compare Equation (1) and (2).
Apply Equation (3) in (2).
Consider the procedure as follows:
The original function is get back again after differentiating the result of integration of f.
Therefore, the differentiation and integration are inverse processes.
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