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WJEC C2 January 2014 [17/1/14]

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Reply 80
Original post by Emily-Beth
I had r, not the value for a


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Do you remember what you had for a?
Original post by Emily-Beth
Ah I put the numbers in before re arranging which probably caused me mistakes, i was rushing like mad! Hopefully I'll get some marks for workings!


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Yeah I hope so.. I hope they are nice markers! Aha
also all the other grade boundaries are like 58 for an A except the most recent one which is 62 (why did they put it up?? Not fair!) aha
Original post by cengland
Do you remember what you had for a?


I think it was similar, if not the same as your value of a but mine was positive :/


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Original post by sunflower95
Yeah I hope so.. I hope they are nice markers! Aha
also all the other grade boundaries are like 58 for an A except the most recent one which is 62 (why did they put it up?? Not fair!) aha


I absolutely hope so too! I really really need a highish A :frown:


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Original post by Emily-Beth
I absolutely hope so too! I really really need a highish A :frown:


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Well I hope you get what you want! Good Luck!
i need and A overall aswell :/
Original post by Jossc1
I had 8, not sure if its right? :s

How did you get to that answer? :smile:
Reply 86
Original post by Emily-Beth
I think it was similar, if not the same as your value of a but mine was positive :/


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Dam, I've just repeated the question and found that positive 2916 seems right..ugh that's a mark lost. Such a stupid mistake!

When substituting r into:

4/r^3 = -108

I didn't put the r within brackets.
I put:

-1/3^3

This came out to equal -2916

Should have put:

(-1/3)^3

This comes to equal 2916.
Original post by cengland
Dam, I've just repeated the question and found that positive 2916 seems right..ugh that's a mark lost. Such a stupid mistake!

When substituting r into:

4/r^3 = -108

I didn't put the r within brackets.
I put:

-1/3^3

This came out to equal -2916

Should have put:

(-1/3)^3

This comes to equal 2916.


Awh never! Don't worry though! You'll get all the marks for the workings out and stuff, it's only just the 1 you've lost! :smile:


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Original post by sunflower95
Well I hope you get what you want! Good Luck!
i need and A overall aswell :/


Awh thank you! You too :smile: you doing c3 on Wednesday ?


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Reply 89
Original post by sunflower95
How did you get to that answer? :smile:


I used the sum of an ap formula for n terms and plugged the values of 'a' and 'd' in and came out with an equation 'n^2+8n'. I then did the same for '2n' and came out with '4n^2+16n'. I put the equations together with the sum of 2n equalling 3 times the sum of n. I then solved for n by factorising and ended up with n=0 or n=8.
Original post by Emily-Beth
Awh thank you! You too :smile: you doing c3 on Wednesday ?


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Thanks :smile: yep aha


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Original post by Jossc1
I used the sum of an ap formula for n terms and plugged the values of 'a' and 'd' in and came out with an equation 'n^2+8n'. I then did the same for '2n' and came out with '4n^2+16n'. I put the equations together with the sum of 2n equalling 3 times the sum of n. I then solved for n by factorising and ended up with n=0 or n=8.


Oh ok.. Yeah I didn't do that I did
3(a+(n-1)d) 3(9+2n-2) =27+6n-6
a+(2n-1)d 9+(4n-2) = 9+4n-2
So 27+6n-6=9+4n-2
2n= -14
n=-7
I see what you did though.. Hmm
Yeah I did that wrong I think :frown: didn't realise to use the sum formula
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(edited 10 years ago)
Original post by Jossc1
I used the sum of an ap formula for n terms and plugged the values of 'a' and 'd' in and came out with an equation 'n^2+8n'. I then did the same for '2n' and came out with '4n^2+16n'. I put the equations together with the sum of 2n equalling 3 times the sum of n. I then solved for n by factorising and ended up with n=0 or n=8.


That's exactly what I did aswell! I got n=8
Reply 93
what was the answer for the area of the triangle?

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