How can I rewrite the expression $\int \frac{-3}{2x^2-x-1} dx$ using log properties before solving for the integral?
I tried ln(-3)-ln(2x^2-x-1) but this doesn't seem to help. What do I do from here?
How can I rewrite the expression $\int \frac{-3}{2x^2-x-1} dx$ using log properties before solving for the integral?
I tried ln(-3)-ln(2x^2-x-1) but this doesn't seem to help. What do I do from here?
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