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If F is the antiderivative of f, then which one of following is true?
∫F =f+c\int_{ }^{ }F\ =f+c∫F =f+c
f′=ff'=ff′=f
∫f=F+c\int_{ }^{ }f=F+c∫f=F+c
Is the sentence true or false?
The indefinite integral does not have any particular start and end values, it is just the general formula.
True
False
Fill in the blank:
The primitive function is ______________.
bounded
unbounded
definite
The indefinite integral of f(x)=2x is F(x) = x2+C , for an arbitrary constant C.
The integral notation with limits spanning from negative infinity to positive infinity(- ꝏ,+ꝏ) it represents the primitive function?
The primitive function is also called the definite integral.
The function’s anti-derivatives or integrals are not all the same.
What are other names for a primitive function?
Antiderivative
Indefinite integral
Both of Antiderivative and Indefinite integral
The antiderivative of f(x) = x is F(x) = x2/2 .
The indefinite integral of f(x)=x is F(x) = x2/2 + C , for an arbitrary constant C.
It is done.