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It's fairly interesting, broad and has potential.

Re: study hours Maths - 1-2. Others - 1 all up.

Having one key person always works well for characterisation and intimacy with the responder.

But the nature of extension 2 maths is being challenged to your very limits, not getting 100% on every test. With english it is essential that you understand everything so you can write effective texts in your exams. With maths there will questions that you will leave unsolved and that's just...

Correct I think. You see, I had this question in the yearly but I typed it up here wrong. The real question factorised nicely so the x-2 would cancel.

Question 2 and 4-10 need doing. See above post.

:shy: Correct. Damn. In the test I got this right but I forgot that you could just sub in x = 2 into the polynomial. Instead I did a long division.

Yeah. Correct.

I'd argue the exact same thing with an english text. I read John Donne's 'The Flea' and the teacher kindly told me "you're missing the point". It wasn't a simple misunderstanding, it was the fact that I could not understand the language due to it's expression.

Whoops! Thanks Without Wings.

Oh, I could've sworn it was 2nd last year.

Maths is logical, fact-based, methodical, memory-based (sometimes) and there is no fluff *cough* english *cough*. End of discussion. P.S Checks poll. 3/4 of those surveyed like the subject. :)

Yeah, but you go to a school ranked 2nd in the state (correct me if I'm wrong).

Since the equation of the first one is y = 10x+60 the gradient of the parallel tangent will be the same, that is m = 10.

You are correct for both questions.

1) Find the point which divides the line joining (4,8) and (12,6) externally in the ratio 4:1. 2) Solve for x: 4/(x+6) > 1. 3) Find the remainder when f(x) is divided by g(x), given f(x) = x2-3x+6 and g(x) = x-2. 4) Find the exact value of cos75o. 5) Find the acute angle between the...

1) Evaluate Lim x -> 2: (2x2-x+6) / (x-2). 2) If g(x) = x4-x2-3 show that g(x) is an even function. 3) If y = cube root x5 find dy/dx. 4) (i) If f(x) = (root(x)+2) / (x-2), show that f'(x) = (-xroot(x)-4x-2root(x)) / (2x(x-2)2). (ii) Find the equation of the tangent on the curve at...

We started watching Blade Runner at the end of last term and in my honest opinion it is close to the most tedious film I've ever viewed.

You've motivated me to change my goals. :)

Yeah, as above. In my extension maths test a permutations question was worth 1 mark so I simply put 8! instead of 8! = random integer, if you get my drift.