Search results

You'll get it from school when we sign out.

So is there a proof that's within range of the mx2 course? The proof I've seen used Taylor series, but I've only got a vague understanding of how they work.

Loved the piece from drumline. I did a double-take when I read "contrast and unity" for q4, but it made sense once the piece was played.

..wut. loool Amy McNeilage. Why? It's not like it affects you.

...fuark. Didn't even consider that.

Depends on whether you converted the 360km/h to km/minute or converted the 5 minutes into hours.

100 + quite a good 4 unit mark.

What do you think 65 would align to? 95-96 or so?

This forum is a terrible representation.

My upper bound for the projectile question is incorrect.

alpha's a constant, so cos(alpha) is also a constant.

Just checked on wolframalpha and it's 22 something. Ugh.

That seems quite harsh. I'm not sure though. And yes, it should be equal to as well, just a typo. EDIT: Fuck, on second consideration, I might've just put > in the exam. :'(

Oh, well I put that down and then simplified. It was -12C3 2^3.

For b)iii) there's two possible intervals theta can lie in in order to satisfy the distance requirement, but only one satisfies the height.

Use the double angle formula to expand it and then draw up a right angled triangle with sides 2 and 3, find the 3rd side and use that to find sin(arccos(2/3))

For the parametrics you use Pythagoras' theorem to express y in terms of k and t, then it comes out from there.

\\($a$)&space;\frac{\pi}{12}\\&space;($b$)&space;2x\tan&space;x&plus;x^2$sec$^2x\\&space;($c$)&space;x<3&space;$&space;or&space;$&space;x>6\\&space;($d$)&space;\frac{4}{21}\\&space;($e$)&space;11760\\&space;($f$)i)&space;-1760\\&space;($f$)ii)&space;$n&space;must&space;be&space;a&space;multiple&s...

C A B C D A C D D B Mistakes?

95.00 :(