bleakarcher
Active Member
- Joined
- Jul 8, 2011
- Messages
- 1,509
- Gender
- Male
- HSC
- 2013
i did it on a piece of paper next to me lol
Correct. Which method did you use?isnt that just the integration taught in 2 unit maths
Care to show me? I don't know what you mean by separated. This can be done using a clever 2U method.i seperated the integrand to form two integralz, one of which was easily calculable, the other i had to use integration by substitution
I believe you got your final answer wrong.A=integral[(e^x+e^(-x)-e^(-x))/(e^x+e^(-x))] from x= 0 to 2
=integral[1] from x=0 to 2 -integral[e^(-x)/(e^x+e^(-x))] from x=0 to 2
Check your final answer carefully.how lol?
But your final answer is wrong.i did lol itz right
Nope, I said your working was correct.wat final answer. the one i gave a page ago? u confirmed lol?
Why don't you believe him?Do you have a strong foundation of your topics? I would be willing to bet that if I ask you an integration question right now, you will not be able to answer it.
I do believe him. I don't believe he has anything to worry about.Why don't you believe him?
Very good. You have past the test. You shall do fine in Year 11.it is confirmed
the answer is:
A=(1/2)ln[(e^4+1)/2e^4]+2