-Onlooker-
Member
- Joined
- Mar 15, 2009
- Messages
- 150
- Gender
- Male
- HSC
- 2009
Thats a shame ratcher0071* 
The f(x^2) Graphing question was abysmal!
The f(x^2) Graphing question was abysmal!
Last edited:
Students helping students, join us in improving Bored of Studies by donating and supporting future students!
f(x^2) was ok... its quite similar to f(|x|) as u reflect the positive side to the left of x axis, the abcissa's of the main points are just square rooted aswell, well i think thats it, we weren't taught it :burn: so my classmates all had to think logically about it.Thats a shame ratcher0071*
The f(x^2) Graphing question was abysmal!
Once you know I= JWhat did ppl get for the volumes Q (4 marks)?
.. and how do u integrate x^2 / (e^x + 1)? i got the first 3 marks of the Q but i couldnt get the easy one marker![]()
What did ppl get for the volumes Q (4 marks)?
.. and how do u integrate x^2 / (e^x + 1)? i got the first 3 marks of the Q but i couldnt get the easy one marker![]()
The 4 marker Volumes Q was BIG. Too big to remember.
Bored of sc, you found the paper hard ? I expected you to atleast get atleast 100/120. Was probably just a bad day for you then. Better luck next time.
i wasnt bothered figuring out what was the integral of sin(x)tan(x). i knew you had to use t substitution, then you had to use partial. annoying little question.
For integrating sinxtanx = sin^2/cosx = (1-cos^2x)/cos^x = secx - cosx and you can just integrate thatI found it using by parts. i think it got down to the integral of sec x... but it was a kinda hectic way to do it i think.
OHFor integrating sexctanx = sin^2/cosx = (1-cos^2x)/cos^x = secx - cosx and you can just integrate that![]()
lol isn't that on the integral sheet?For integrating sexctanx = sin^2/cosx = (1-cos^2x)/cos^x = secx - cosx and you can just integrate that![]()
Oops, my fault. It's meant to say sinxtanx. Previous post has been edited XDlol isn't that on the integral sheet?
Precisely; and as kwabon mentioned, the t method would give you the integral of sec x.I found it using by parts. i think it got down to the integral of sec x... but it was a kinda hectic way to do it i think.
Phew, I got a big mess as well! Something with In(root3 + 2), thats all I remember. And thanks for the solve on the z^5 question...I didn't think complex unity would even applyPrecisely; and as kwabon mentioned, the t method would give you the integral of sec x.
My answer for the 4 marker was something along the lines of [djjadsjfhsda
-fhs] + [ajshdkjashdkaj] + [jhjsahdkjashdfsa-hdk] + [ shkda-hdkl;\ashkl;\]
:blah:
i found the conics hard and circle geo hard. But our paper was altered. I don't know what to expect? what about you?just did the independent
i found it decent, i finished with 1 hour to gobut i had skipped a conics Q and circle geo and some others small ones
all in all, i think it wasnt too challenging nor extremely easy
people who did independent, what marks are you expecting?
initially i skipped conics, but went back and did half of it (damn time limit)i found the conics hard and circle geo hard. But our paper was altered. I don't know what to expect? what about you?
