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Indefinite Integrals and Derivatives AB 2020 Flashcards | StudBud
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Indefinite Integrals and Derivatives AB 2020
Indefinite Integrals and Derivatives AB 2020
11 terms
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StudBud Administration
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Calculus Review of Integrals and Derivatives integrate, integration
Flashcards
11 cards
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Practice quiz
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Questions
11
Answers
1
Solve
-1/2 cos2(2x) + C
-1/2 cos(2x) + C
1/2 sin(2x) +C
1/2 sin2(2x) + C
2
Solve the initial value problem:
y=secx-π/3
y=secx
y=secx-2/√3
y=secx-2
3
Evaluate the integral
tan-1(3x)+c
tan-1(9x)+c
1/3 tan-1(3x)+c
1/9 tan-1(9x)+c
4
Find an antiderivative of f(x)=tanxcosx (hint: simplify first)
F(x)=sec2xsinx
F(x)=cosx
F(x)=-sec2xsinx
F(x)=-cosx
5
Evaluate
-11cot(11y)+C
cot(11y)/11 +C
11cot(11y)+C
- cot(11y)/11 +C
6
Which is true about this graph of f(x)?
Both 1 and 2
Statement 2 only
Neither 1 nor 2
Statement 1 only
7
Separate the variables
ex^3 / x2 dx = 1/y dy
x2 / ex^3 dx = 1/y dy
x2 ex^3 dx = y dy
x2 / ex^3 dx = y dy
8
Evaluate (hint: simplify first)
(x2-x) / (x3/3) + C
ln|2x| - 1/x + C
2ln|x| + 1/(3x3) +C
2ln|x| + 1/x + C
9
Solve
1
1/4
1/2
1/8
10
Solve
-2cos(3x)
6cos(3x)
2cos(3x)
-6sin(3x)cos(3x)
11
Evaluate
Cannot be evaluated
e(x/3)/3 + C
3e(x/3+1)/(x+3) + C
3e(x/3) + C
