Feckin homework. Maths/sequencing help.
#1
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Feckin homework. Maths/sequencing help.
My poor daughter's been tearing her hair out with a sequencing problem she's been given today by her teacher. I'll await to speak with this teacher once I've calmed down, but suffice to say that it would appear as though support has not been provided. (I'm in Education as well, so my urge to vent is high as I know what should have happened).
Anyhoo. The sequence is for a people ringing each other on the phone: how many times can a single call be made to each individual.
She's then got to work out the sequence and a "rule" that would apply.
Now, I'm not a thick person by any means, however I'll be the first to admit that my Maths was an epic fail. I struggled to get my GCSE 'C' 25 years ago. Since then, when I needed calculations, I've used a boffin.
Aynbody care to shed any light on what the sequence/rule is?
ie 1 person = 0 conversation
2 people = 1 conversation
3 people = 2 conversations
etc
etc
What's the feckin rule??
ASAP would be extremely appreciated - she's been up since 6.30am.....
Thanks in advance,
DAn
Anyhoo. The sequence is for a people ringing each other on the phone: how many times can a single call be made to each individual.
She's then got to work out the sequence and a "rule" that would apply.
Now, I'm not a thick person by any means, however I'll be the first to admit that my Maths was an epic fail. I struggled to get my GCSE 'C' 25 years ago. Since then, when I needed calculations, I've used a boffin.
Aynbody care to shed any light on what the sequence/rule is?
ie 1 person = 0 conversation
2 people = 1 conversation
3 people = 2 conversations
etc
etc
What's the feckin rule??
ASAP would be extremely appreciated - she's been up since 6.30am.....
Thanks in advance,
DAn
#2
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Can I suggest that the answer may be that the number of calls=number of callers - 1.
Please bear in mind that I took my maths GCSE in '88 (I think!) and got a D. Retook in '89 then got an E. Im sticking with the D.
Please bear in mind that I took my maths GCSE in '88 (I think!) and got a D. Retook in '89 then got an E. Im sticking with the D.
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The rule is minus 1, ie x=p-1, where p is the number of people and x is the number of conversations. e.g. for 3 people. p=3 therefore x=2
Don't blame me if its wrong as my daughter (A level maths)typed that out.
Don't blame me if its wrong as my daughter (A level maths)typed that out.
Last edited by Chip; 14 September 2011 at 09:11 PM.
#6
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I'm not far behind you mate!!
the sequence she's got so far is :-
1 caller = 0 (can't talk to yourself)
2 callers = 1 conversation
3 callers = 2 conversation (between caller 1 & 2, then caller 2 & 3, and caller 3 & 1)
all the way up 6 callers.
make sense?
the sequence she's got so far is :-
1 caller = 0 (can't talk to yourself)
2 callers = 1 conversation
3 callers = 2 conversation (between caller 1 & 2, then caller 2 & 3, and caller 3 & 1)
all the way up 6 callers.
make sense?
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#8
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Thread Starter
Thanks Boxst
The confusion (down to how the "teacher" has explained it or not) was that method in which the sequence rule has to be shown.
That's what I got......
DAn
The confusion (down to how the "teacher" has explained it or not) was that method in which the sequence rule has to be shown.
That's what I got......
DAn
#11
Last edited by SJ_Skyline; 14 September 2011 at 09:22 PM.
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#14
1, 3, 6, 10, 15, 21, 28, 36, 45, 55, .... So that supports my answer then - so, either the teacher is some mong "assistant" or the kid wrote the question down wrong?
(not calling your kid a mong - calling the assistant a mong!!)
#16
jods - You quoted me with my fat fingers putting the 3 under the equation
Besides, the equation is also wrong in that to solve for n it should use n-1
Besides, the equation is also wrong in that to solve for n it should use n-1
Last edited by SJ_Skyline; 14 September 2011 at 09:27 PM.
#17
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#21
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Thread Starter
yeh, I mistyped it!!
She would get the phone number right - speed-dial Most deffo not a mong - VERY high SAT scores/bright kid. (but I appreciate the sentiment)
My suspicion is that the question/task either (a) wasn't conveyed properly or (b) not understood, or a combo of both.
Either way - teacher should have CHECKED that the question was understood, and child knew what was expected.
As it turns out, she'd taken the examples too literally and expected the same type of answers to express.
Can't be anything too difficult - she's 11 FFS
All sorted now - thanks to Scoobynet math club!!
Dan
ps 1st rule of math club, is not to talk about math club
She would get the phone number right - speed-dial Most deffo not a mong - VERY high SAT scores/bright kid. (but I appreciate the sentiment)
My suspicion is that the question/task either (a) wasn't conveyed properly or (b) not understood, or a combo of both.
Either way - teacher should have CHECKED that the question was understood, and child knew what was expected.
As it turns out, she'd taken the examples too literally and expected the same type of answers to express.
Can't be anything too difficult - she's 11 FFS
All sorted now - thanks to Scoobynet math club!!
Dan
ps 1st rule of math club, is not to talk about math club
Last edited by ScoobyDoo555; 14 September 2011 at 09:38 PM.
#23
yeh, I mistyped it!!
She would get the phone number right - speed-dial Most deffo not a mong - VERY high SAT scores/bright kid. (but I appreciate the sentiment)
My suspicion is that the question/task either (a) wasn't conveyed properly or (b) not understood, or a combo of both.
Either way - teacher should have CHECKED that the question was understood, and child knew what was expected.
As it turns out, she'd taken the examples too literally and expected the same type of answers to express.
Can't be anything too difficult - she's 11 FFS
All sorted now - thanks to Scoobynet math club!!
Dan
ps 1st rule of math club, is not to talk about math club
She would get the phone number right - speed-dial Most deffo not a mong - VERY high SAT scores/bright kid. (but I appreciate the sentiment)
My suspicion is that the question/task either (a) wasn't conveyed properly or (b) not understood, or a combo of both.
Either way - teacher should have CHECKED that the question was understood, and child knew what was expected.
As it turns out, she'd taken the examples too literally and expected the same type of answers to express.
Can't be anything too difficult - she's 11 FFS
All sorted now - thanks to Scoobynet math club!!
Dan
ps 1st rule of math club, is not to talk about math club
n x (n-1) = x
1 person
1 x (1-1) = 0
2
2 x (2-1) = 2
3
3 x (3-1) = 6
4
4 x (4-1) = 12
etc
#28
#29
They are triangular numbers.
I cannot express the formula here, but basically it is the previous answer plus the previous number.
5 = (previous answer (6) + previous number (4)) = 10
6 = (previous answer (10) + previous number (5)) = 15
I cannot express the formula here, but basically it is the previous answer plus the previous number.
5 = (previous answer (6) + previous number (4)) = 10
6 = (previous answer (10) + previous number (5)) = 15