THE DIFFERENCE OF ANY TWO PRIMATIVES OF A GIVEN FUNCTION IS A CONSTANT

F1(x) - F2(x) = c

THUS FROM ANY ONE WE CAN OBTAIN

ANY OF THE OTHERS IN THE FORM

F(x) + c

BY A SUITABLE CHOICE OF THE CONSTANT c

F(X) + c REPRESENTS SOME PRIMATIVE

FUNCTION OF A FUNCTION f(x) SUCH THAT

dF(x)/dx = f(x)

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