Someone check this proof please
Maths and statistics discussion, revision, exam and homework help.
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Someone check this proof please
I do a lot of proof by induction questions and would appreciate it if someone could tell me whether I would get all the marks in the exam based on my layout.
Here is a picture of my answer, in exam conditions, to q6b on here:
http://store.aqa.org.uk/qual/gce/pdf...W-QP-JUN11.PDF
MS : http://store.aqa.org.uk/qual/gce/pdf...W-MS-JUN11.PDF
The pic follows below.
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This was posted from The Student Room's iPhone/iPad AppLast edited by member910132; 21-05-2012 at 12:07. -
Re: Someone check this proof pleaseOh sorry, didn't see it(Original post by member910132)
Yea, at the end.
Can anyone check my answer to q7b on the same paper, my answer differs to theirs slightly but I think I am still correct.
This was posted from The Student Room's iPhone/iPad App
I think maybe though, and I know it seems stupid, SHOW that n=1 works for both what they give you and what they are asking you to prove.
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Re: Someone check this proof pleaseI have, I showed it for(Original post by ninuzu)
Oh sorry, didn't see it
I think maybe though, and I know it seems stupid, SHOW that n=1 works for both what they give you and what they are asking you to prove.
and 
Any light to shed on q7b ?
Lastly, on this paper the Last question says show that sum of the roots of that equation (refer to the paper and MS) = 5,
In the MS we get to here :
and so the next step is obviously
and unless we are solving for for an unknown variable, we always take
as it's positive value, but to get 2 out of the 5 marks we had to show it equaled
and then give a reason why we reject the negative ???? But I thought it is understood that
and we only use the +/- when we have something like
. Can anyone explain this ?
Anyway, would it of been sufficient to that both tan pi/5 and tan 2pi/5 are positive and so we reject - sqrt 5 ?
But there was a massive thread a while back in which the best mathematicians on here said that sqrt 5 = + sqrt 5 unless you are solving for an unknown.Last edited by member910132; 21-05-2012 at 11:57.
I think maybe though, and I know it seems stupid, SHOW that n=1 works for both what they give you and what they are asking you to prove.