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10 questions from this quiz
1a(r+1)(ax+b)r+1+c\frac{1}{a(r+1)}(ax+b)^{r+1} + ca(r+1)1(ax+b)r+1+c
r=−1r = -1r=−1
1aloge∣ax+b∣+c\frac{1}{a}\log_e|ax+b| + ca1loge∣ax+b∣+c
118(3x+1)6+c\frac{1}{18}(3x+1)^6 + c181(3x+1)6+c
It would involve division by zero
23loge∣3x−2∣+c\frac{2}{3}\log_e|3x-2| + c32loge∣3x−2∣+c
It avoids separate positive/negative cases
Increase power by 1, divide by a(r+1)a(r+1)a(r+1)
−23loge∣2−3x∣+c-\frac{2}{3}\log_e|2-3x| + c−32loge∣2−3x∣+c
Constant of integration ccc
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