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  1. Gussy Booo

    4 Unit Revising Marathon HSC '10

    omg omg tell me how. lol. i wanted to see working out, so i could kno how to do it. explain plzzzzzzzzzzzzzzz. + how u got the centre. they're both right btw.
  2. Gussy Booo

    4 Unit Revising Marathon HSC '10

    Lets see your working out? [=
  3. Gussy Booo

    Trig graphs

    The values you have given me, EXACTLY MATCH: y=10sec(theta/2) So, you are looking at the wrong question (:. However, make sure you understand the concepts that I explained in my previous posts (y)
  4. Gussy Booo

    Trig graphs

    Ok, im lost lol. You've given me this equation: y=20sin(theta/2) So, if we sub, x=0... y=20sin(0/2) y=0? So..wheres the problem =/
  5. Gussy Booo

    Trig graphs

    y = 10 :| when x = 0 :|..... that doesn't make sense.. y=20sin(x/2) sub in x=0..what do you get ? :o y=0. Maths doesnt lie.
  6. Gussy Booo

    Trig graphs

    Hmmm, perhaps you misunderstood me? Or maybe i just explained that part poorly. In terms of maths..it is correct Ummm ok. so. When x=0 y=20 TIMES sin(0) y=0? Does it mathematically make sense?
  7. Gussy Booo

    Trig graphs

    Hi there! Well, you look at the function, and you have to recognise that its different from our regular y=sin(-). We have a 20 at the front. and a x/2. Now, I'm going to try and explain this, in a way in which we can relate to a graph. So we'll start by figuring out how the 20 changes the...
  8. Gussy Booo

    Integrating Complex Numbers

    I see..... It's just that, I saw an alternative way in solving integrals such as [Int] e^xcosx dx It consists of integrating Eulers formula (Which is e^ix=cosx+isinx). By doing this, you then equate real and imaginary parts, and I think you save yourself a heck a lot of time.
  9. Gussy Booo

    Preliminary mathematics marathon

    I'll give you cute prelims 2 nice questions, Here's a warm up 1) a^2 = a+2 a^3 = ? Express a^3 in linear form. This one is more fun. 2) If 2^x = 5^y = 10^z, show that z = xy/x+y
  10. Gussy Booo

    Preliminary mathematics marathon

    Well, how far can you go =/ 4x^3-2x^3y-3xy^3-9y^4 =4x^3-9y^4-2x^3y-3xy^3 =(2x^2+3y^2)(2x^2-3y^2)-xy(2x^2+3y^2) = 2x^2+3y^2(2x^2-3y^2-xy) = (2x^2+3y^2)(2x-3y)(x+y)
  11. Gussy Booo

    Integrating Complex Numbers

    Is there anything wrong with integrating complex numbers? I've heard that some teachers/lecturers get frustrated when they see students attempting to integrate complex numbers. Can anyone explain why this may be bad. All I know is this : ""Yes, in practical terms integration of complex-valued...
  12. Gussy Booo

    mate. get a life ;)

    mate. get a life ;)
  13. Gussy Booo

    Boys, what do you look for in a girl?

    i love a girllll with nice eyes <3, a nice smile <3.........ahhhhhhhhhh<3333 and girls who are good @ maths turn me on aswell >:] lOL
  14. Gussy Booo

    Does God exist?

    oh really? i didnt know that. why was it highly improbable?
  15. Gussy Booo

    What's going thru ur mind when solving a question.

    i like this. what i do is....well...yeh i stare at the question and ask myself.... "what does it MEAN?!?!!"
  16. Gussy Booo

    4U Textbooks

    i kno im not answering the question, and im sorry for not doing so. however, there really is no best textbook. just get one that offers a great variety of questions, that allows you to understand and apply the concepts taught. then....its past papers ---> get used to different styles etc etc...
  17. Gussy Booo

    Underbelly- The Golden Mile

    1 word. blowjob. x)
  18. Gussy Booo

    What's going thru ur mind when solving a question.

    since mx2 is well....harder lol, im interested to see how ppl approach questions, and what the heck is going thru their mind. e.g - do you think thru systematically....etc etc. for 2u/3u for example..i dont think....i just doze off and think about the weekend...and my mind will do it for me...
  19. Gussy Booo

    4 Unit Revising Marathon HSC '10

    the equation: |z-1-3i|+|z-9-3i|=10 corresponds to an ellipse in the argand diagram (i) write down the complex number corresponding to the centre (ii) write down the range of values of arg(z) for complex numbers z, corresponding to points on the ellipse from hsc past paper =/,
  20. Gussy Booo

    http://community.boredofstudies.org/14/mathematics-extension-2/243292/integration/2.html#post5043352

    http://community.boredofstudies.org/14/mathematics-extension-2/243292/integration/2.html#post5043352
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