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  1. S

    Transport to exam venue

    On one occasion the driver took us to Uni so if you want to be sure make sure the driver does he/she was instructed
  2. S

    Engg1000 mech engg- competition vent

    Were you the kids that were rolling the toy car in the math centre
  3. S

    Geometry Q

    Yes
  4. S

    Geometry Q

    a) \;$We want to prove that$\; \triangle BXC \equiv \triangle BAY ${\color{Blue} \textup{Thought process:}}\;We are given that$\; \triangle BXA, \triangle AZC, \triangle BYC \;$are all equilateral which implies all the respective interior angles of the triangles listed at$ \;60^\circ. \;$It...
  5. S

    Linear independence

    $Do you mean something like this\?$ $Suppose we have a set$ \;S = \{v_{1}, v_{2}, ..., v_{n}\} \;$of linearly independent vectors and a set$\; T = \{w_{1},....,w_{m}\}\; $where for each$ \;T\; $is a linear combination of elements of$\; S \;$with$\; m > n. \; $Then$\; T \;$is linearly independent.$
  6. S

    I finally drove an SUV... ask me a question.

    What's a suv are you still single
  7. S

    How I Met Your Mother Ending (Spoilers may be contained in this thread)

    Things I hated: Barney's love child Robin's becoming antisocial Likes: Ted/Robin, I think it was a good ending they deserve the ending, since we didn't really see the mother character develop a relationship with ted except in one or two episodes. (Whereas with Ted's ongoing/offgoing...
  8. S

    How I Met Your Mother Ending (Spoilers may be contained in this thread)

    Warning: Do not read if you have not finished the series. I just finished watching the final episode. What did everyone think of the ending?
  9. S

    Confusion.....

    There's only one logical explanation to this. She is fake Someone has taken over her phone
  10. S

    If he likes you, he won't play mind games to "get" you

    I'm a single young female looking for some entertainment.
  11. S

    Why is 0≥1?

    Counter example k = 1. Read my spoiler.
  12. S

    Why is 0≥1?

    \geq \frac{2}{3}k\sqrt{k}+\sqrt{k+1} \;$(By our induction hypothesis)$ =\frac{2}{3}\sqrt{k+1}(\frac{k\sqrt{k}}{\sqrt{k+1}}+\frac{3}{2}) You should be good to go from here.
  13. S

    Why is 0≥1?

    But you are assuming the truth of the inequality you are trying to prove. Let k = 1, is the inequality true?
  14. S

    Why is 0≥1?

    By your method if you fix up the error, it should factor out nicely.
  15. S

    Why is 0≥1?

    Ah, he must have edited it.
  16. S

    Why is 0≥1?

    Can you explain everything below "Our aim is to prove".
  17. S

    Why is 0≥1?

    Which line are you referring to?
  18. S

    Why is 0≥1?

    First of all after you say: "Our aim is to prove that", how did you go from that to the line below? Subtract 1 and say the square of the fraction is greater than the previous fraction?
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