APFIVE Properties of Indefinite Integration
All of the following statements about indefinite integration are true except:
TABLE:
| Function | Antiderivative |
|---|---|
| $$2*x$$ | $$x^2 + C$$ |
A
An arbitrary constant $$+C$$ must be added to represent all possible antiderivatives.
B
The process of antiderivation using the power rule involves increasing the exponent by one and dividing by the new exponent.
C
Indefinite integrals always yield a unique antiderivative without any arbitrary constant.
D
Indefinite integrals represent the reverse process of differentiation.
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