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What did I do wrong in this question? I have to find the following integral:
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substitute \(u = 3x-2\) and work it step by step
as rational said, let u= 3x-2 then find what dx is so you get an integral in terms of u then integrate it with respect to u
u can also expand the integral and then solve
@ozhobbits u got ur mistake?
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Can you write it out?
do you the formula of expansion: \[(a+b)^2\]
No.
\[(a+b)^2=a^2+b^2+2ab\]
now expand (3x-2)^2
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where a:3x b:2
\[here\ the\ formula\ (a-b)^2=a^2-2ab+b^2\ use this formula\]
you are supposed to divide by the differential of the expression inside of the bracket, not multiply
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