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WorksheetsG12A QZ. 5 Anti-Derivatives
Total questions: 14
Worksheet time: 19mins
If f'(x) = 4x and f(1) = 6, then f(2) =
6
8
9
12
Given v(t) = x-9, determine the position function.
(1/8)x-8 + C
(-1/8)x-8 + C
(1/10)x10
(-1/8)x-8
FInd the antiderivative:
f(x)=4x3−2x+1
12x2−2+C
x4−x2+C
x4−x2+x+C
12x−2+C
None of the above
Find the anti-derivative:
f(x)=x2+11
ln(1+x2)+C
2x1ln(1+x2)+C
2xtan−1x+C
tan−1x+C
None of the above
(1/3)x3-5x
Find the value of f(x) if f′(x)=4x4−2x2 .
f(x)=54x5+32x3+C
f(x)=51x5−31x3+C
f(x)=54x5−32x3+C
f(x)=16x3−4x+C
f(x)=5x5−3x3
If an object has an acceleration a(t)=−2t2+3t+1 , then the displacement of the object is ...
s(t)=−61t4+21t3+21t2+ct+d
s(t)=61t4+21t3+21t2+ct+d
s(t)=−32t4+21t3+21t2+ct+d
s(t)=−41t4+23t3+21t2+ct+d
s(t)=43t4−32t3+21t2+ct+d
Find
