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Are there anymore examples of solving circle geometry via complex numbers? :)

What if I'm ranked like 43rd but I'm only 2 marks away from 1st?

Thanks for the advice Raginsheep. :) I don't know if it's just me but sometimes, Inequality induction feels "cheap" if you know what I mean.

Nah I meant what I posted which is: αβ = 1 c/a = 1 k-1 = 1 k = 2 Although I'm not sure what you mean. :confused:

Is there more to your post? For some reason I feel like there is somethign cut out after "...here...". :)

Man, I was scratching my head for ages on that one. Thanks SoulSearcher. You're a champ! :) Thank you as well, Trebla. :)

If someone would be so kind as to show me how to do this question, I would greatly appreciate it. I get stuck in step 3. :) Prove by mathematical induction that n! > 2n for all positive intergers where n ≥ 4. Step 1 Let n = 4 LHS = 24 RHS = 16 LHS > RHS ∴ True for n = 4 Step 2...

I've stuffed up my Chem, Bio and Physics assessment so far. :( That's why I'm going tp try hard for 2Unit, 3Unit and 4Unit assessment coming up. I'm really freaking out about 4Unit though. :bomb:

He used an image. :)

reciprocal roots means, αβ = 1 c/a = 1 k-1 = 1 k = 2 Is that right, I haven't done polynomials in a while.

I second that motion.

omg that sounds like so much fun. :p

Well, I'll be doing my English assignment (3000 words) during thew holidays and maybe do some MX2 some people have mentioned. :)

Wow, I guess our school was lucky that the girl who organised the jerseys is a psycho control freak. :p

Haha, after that assessment, nobody's going to come to school. :p

Same here. Mine's in week 10, when's yours? :)

We got our jerseys quite a while ago. Though there hasn't been much jersey weather to enjoy it.

My first assessment is going to be on Complex Numbers and Inequalities. :)

Five more to go for me. :)

Let us both kick it up a notch, thrice. :)