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Algebra question

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Reply 60
Original post by Student403

Wow.. I'm gonna need to look that up. But how does that work without any units? And yeah those questions are brilliant. I think we had a 4 marker for that in Unit 4 physics in January :love:


No clue, they assign units to something and then do some wonky thing and I'm just like wtf wot.

Argh, lucky! :eek:
Original post by Zacken
No clue, they assign units to something and then do some wonky thing and I'm just like wtf wot.

Argh, lucky! :eek:

I'll get to that right after the chapter, then!
Reply 62
Original post by Marxist
Mechanics > Pure... bite me. Lol jk, but this should be fun. @TeeEm


I will try this as well tomorrow, looks like good M3 prep


Original post by Zacken
Good luck, you'll do great! :biggrin: :woo:

I think you should make one, it'll be nice and it might even motivate you a little, there's certainly no harm to it, make it make make it! :biggrin:


thank you, zain. I'll put on my procrastination bucket for tomorrow :tongue:

Original post by Student403
From what I've studied so far, it seems so :rofl: Still you can sound cool when you tell all your Edexcel peasant mates about it :wink:


who you callin' "Edexcel peasant", Edexcel peasant? :colone:
Are we allowed to post Mechanics questions then?
Original post by aymanzayedmannan
I will try this as well tomorrow, looks like good M3 prep




thank you, zain. I'll put on my procrastination bucket for tomorrow :tongue:



who you callin' "Edexcel peasant", Edexcel peasant? :colone:


Fair point xD
Original post by aymanzayedmannan
I will try this as well tomorrow, looks like good M3 prep


You might like this too.
Reply 66
Original post by Marxist
Mechanics > Pure... bite me. Lol jk, but this should be fun. @TeeEm


I think I have seen this question in OCR ... quite clever
Original post by TeeEm
I think I have seen this question in OCR ... quite clever


OCR MEI, it's quite good, yes. :smile:
Reply 68
Here's a nice induction question, if you lot want to have a go at it:

Show that sin2nx=sin(2n+1)xcosxcos(2n+1)xsinx\displaystyle \sin 2nx = \sin (2n+1)x \cos x - \cos (2n+1)x\sin x

Hence, by induction, prove that:
Unparseable latex formula:

\displaystyle [br]\begin{equation*}\cos x + \cos 3x + \cos 5x + \cdots + \cos (2n-1)x = \frac{\sin 2nx}{2\sin x}



where
Unparseable latex formula:

\sin x \neq 0\end{equation*}

and nNn \in \mathbb{N}

Solve cosx+cos3x=12,0<x<π\displaystyle \cos x + \cos 3x = \frac{1}{2}, 0 < x < \pi

Anybody want to have a go? :colone:
Original post by Zacken
No takers? What about this one:

If I place a point PP in a square QRSTQRST, what is the probability that the angle QPRQPR is acute?


e/π
Reply 70
Original post by the bear
e/π


Sure, just round off to get: e=8πe = 8 - \pi
Original post by Zacken
Here's a nice induction question, if you lot want to have a go at it:

Show that sin2nx=sin(2n+1)xcosxcos(2n+1)xsinx\displaystyle \sin 2nx = \sin (2n+1)x \cos x - \cos (2n+1)x\sin x

Hence, by induction, prove that:
Unparseable latex formula:

\displaystyle [br]\begin{equation*}\cos x + \cos 3x + \cos 5x + \cdots + \cos (2n-1)x = \frac{\sin 2nx}{2\sin x}



where
Unparseable latex formula:

\sin x \neq 0\end{equation*}

and nNn \in \mathbb{N}

Solve cosx+cos3x=12,0<x<π\displaystyle \cos x + \cos 3x = \frac{1}{2}, 0 < x < \pi

Anybody want to have a go? :colone:


Thanks bro
Original post by Marxist
You might like this too.


buoys don't float well if they are solid :s-smilie:
Original post by the bear
buoys don't float well if they are solid :s-smilie:


LOL
Original post by the bear
buoys don't float well if they are solid :s-smilie:


Have you ever tried submerging a large lump of polystyrene?! :giggle:
Original post by Gregorius
Have you ever tried submerging a large lump of polystyrene?! :giggle:


that's my buoy

:toofunny:
Reply 76
Original post by the bear
that's my buoy

:toofunny:


:shot:

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