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10 questions
∫(x2−2x)dx
31x3−x2+C
x2 −2x+C
2x−2
31x3−x2
∫6x(x+2)dx
6x2+12x+C
x2 −2x+C
3x2+6x+C
2x3+6x2+C
∫(6x−1)dx
6x23+x+C
4x23−x+C
3x−21−x+C
I didn't look at my notes to see how to do this one.
∫(x21+x36)dx
−x−1−3x−2+C
−3x−3+−46x−4+C
−x−1−3x−2
−x−3x2+C
∫(cos x + 3x2)dx =
-sin x + x3 + c
sinx + x3 + c
-sin x + 6x
🌞
∫e3xdx
e3x+C
3x+1e3x+1+C
4e4x+C
31e3x+C
∫4sin(−x)dx
4cos(x)+C
−4sin(−x)+C
4cos(−x)+C
−4cos(−x)+C
∫(5x3−16e−4x+x1)dx
2x25+4x−4x+ln∣x∣+C
5x31−4e−4x+1+C
25x23−16e−4x+ln∣x∣+C
Got lazy with fake answers
∫(x−1−1)dx
ln∣x∣−x+C
−2x−2−x+C
ln∣x∣−1+C
1−x+C
∫0dx
x1+C
Not Possible
x+C
C
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