Search results

  1. turntaker

    2016ers Chit-Chat Thread

    Omg truu~ ^.^
  2. turntaker

    2016ers Chit-Chat Thread

    This girl texted me with "nothing~" after I asked what she was up to. How is that different from "Nothing." ...
  3. turntaker

    2016ers Chit-Chat Thread

    What is ~....
  4. turntaker

    2016ers Chit-Chat Thread

    Wouldn't be surprised. lol
  5. turntaker

    2016ers Chit-Chat Thread

    She lied lol
  7. turntaker

    2016ers Chit-Chat Thread

    I thought she was 14…
  8. turntaker

    2017ers Preliminary Chit Chat Thread

    You ok man?
  9. turntaker

    2016ers Chit-Chat Thread

    -->
  10. turntaker

    2016ers Chit-Chat Thread

    finishing notes
  11. turntaker

    2016ers Chit-Chat Thread

    after i found out you had a meet.... </3
  13. turntaker

    2016ers Chit-Chat Thread

    why are your meats always weekdays. don't you have school lmao
  14. turntaker

    2016ers Chit-Chat Thread

    mad invite
  15. turntaker

    2016ers Chit-Chat Thread

    Me too thanks :)
  16. turntaker

    2016ers Chit-Chat Thread

    Same
  17. turntaker

    2016ers Chit-Chat Thread

    Yes, me. Cya there. ;)
  19. turntaker

    UNSW chit chat thread

    Re: UNSW chit chat thread 2016 why do you care lmaoo
  20. turntaker

    HSC 2016 Maths Marathon (archive)

    Re: HSC 2016 2U Marathon
  21. turntaker

    HSC 2016 MX1 Marathon (archive)

    Re: HSC 2016 3U Marathon if you can do this you will get a rep from me
  22. turntaker

    First Year Mathematics A (Differentiation & Linear Algebra)

    Re: MATH1131 help thread that's part a :P
  23. turntaker

    First Year Mathematics A (Differentiation & Linear Algebra)

    Re: MATH1131 help thread (a) Show that if A is a 2 × 2 matrix, and its two rows are identical, then det(A) = 0. (b) Prove by induction that if A is an n × n matrix which has two identical rows, then det(A) = 0. [Hint: expand along one of the other rows]. How would one approach this question...
Top