nomi
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http://img.photobucket.com/albums/v124/mugenlude99/myhw1.jpg
did i do this correct?
thanks
did i do this correct?
thanks
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The discussion revolves around a mathematical problem involving integration and substitution techniques, specifically related to the integral of a function involving an exponential term.
Participants are actively engaging in clarifying the substitution method and addressing potential mistakes. Some guidance has been offered regarding the correct approach to the integral, but there is no explicit consensus on the overall correctness of the original work.
There are indications of confusion regarding the use of differentials in substitution, and participants are reflecting on the implications of their choices in the integration process.
i think i know what you're saying, but i took the -1 out since its a constant.Cyclovenom said:There's something wrong, you shouldn't do u = e^-x dx, only u = e^-x and when you say -du = e^-x dx, you have to substitute it completely in the integral i mean -\int { tan(u)du}
oh sorry yeah that is a careless mistake, but other than the dx it's ok?Cyclovenom said:that's ok, I'm talking about your substitution... You should not pick u = e^-x dx, why without dx? you will know why not later, and if you have a -du = e^-x dx, you should not have -\int {tanu dx} you should have -\int {tanu du} see what i mean?, remember in your du you have the dx.
nomi said:oh sorry yeah that is a careless mistake, but other than the dx it's ok?
ok thanks a lot guys :)NateTG said:Aside from that it looks good to me.