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10 questions
∫3x2+4x dx
x3+4x2+c
x3+2x2+c
23x3+4x2+c
3x3+4x2+c
∫6x4+3x2+5x +5 dx
5x5+3x4+5x2 +5x
5x5+3x3+5x2 +5x
56x5+x3+5x2 +5x +c
56x5+x3+25x2 +5x +c
Integrate:
x-2 + C
-2/x³ + C
-1/x + C
2/x + C
Integrate:
x1/2 + C
1/(2√x) + C
3/2*x3/2 + C
2/3*x3/2 + C
The velocity of an object is given by
v(t)=3t3−2t2+1 . Find the position of the object if s(0)=3 m43t4−32t3+t+3
3t4−2t3+t+3
43t4−32t3+t
9t2−4t+1
Evaluate
∫3e2x+5x−2e3dx23e2x+25x2−2e3x+C
23e2x+25x2−2e3+C
23e2x+25x2−2e3x+C
3e2x+25x2−2e3x+C
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