Help with maths, I think
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Help with maths, I think
I have 13 different things.
I can only choose 4 things.
I must choose 4 things.
How many combinations of things are there?
I can only choose 4 things.
I must choose 4 things.
How many combinations of things are there?
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Re: Help with maths, I think
Combinations of what; how many there are? how many you can choose? how many you must choose? or a combination of of all?
Re: Help with maths, I think
Are they free and can they fit in the boot?
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Re: Help with maths, I think
Erm;No Ney Never wrote: ↑Fri Sep 05, 2025 9:45 pmCombinations of what; how many there are? how many you can choose? how many you must choose? or a combination of of all?
How many are there?
exactly 13
How many must you choose?
exactly 4
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Re: Help with maths, I think
Hardly a puzzle is it?duncandisorderly wrote: ↑Fri Sep 05, 2025 9:53 pmErm;
How many are there?
exactly 13
How many must you choose?
exactly 4
Re: Help with maths, I think
17160 combinations
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Re: Help with maths, I think
No need to be mean just because I can't work it out.
You have A, B, C, D, E, F, G, H, I, J, K, L and M.
You can have any combination of four.
How many combinations are there?
Re: Help with maths, I think
17160duncandisorderly wrote: ↑Fri Sep 05, 2025 10:04 pmNo need to be mean just because I can't work it out.
You have A, B, C, D, E, F, G, H, I, J, K, L and M.
You can have any combination of four.
How many combinations are there?
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Re: Help with maths, I think
It's already been answered: 715duncandisorderly wrote: ↑Fri Sep 05, 2025 10:04 pmNo need to be mean just because I can't work it out.
You have A, B, C, D, E, F, G, H, I, J, K, L and M.
You can have any combination of four.
How many combinations are there?
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Re: Help with maths, I think
only one.
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Re: Help with maths, I think
Yes. You've got two different answers, because you didn't define the question properly.
The large number is the total number of combinations assuming that the order is important like the code for an entry to a keysafe where you can have #,* and + as well as numbers to pick from.
The small number assumes that you have 4 items like cakes in your hand, and it doesn't matter in which order they turned up cos you will put on the calories whatever.
The large number is the total number of combinations assuming that the order is important like the code for an entry to a keysafe where you can have #,* and + as well as numbers to pick from.
The small number assumes that you have 4 items like cakes in your hand, and it doesn't matter in which order they turned up cos you will put on the calories whatever.
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Re: Help with maths, I think
You didn't say if the four chosen ones go back into the pool, or are permanently removed.
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Re: Help with maths, I think
1.2.3.4
1.2.3.5
1.2.3.6
1.2.3.7
Oh! Feck it.
1.2.3.5
1.2.3.6
1.2.3.7
Oh! Feck it.
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Re: Help with maths, I think
Easy
If it’s a combination, the answer is
13! divided by 4!x9!
If it’s a combination, the answer is
13! divided by 4!x9!
Re: Help with maths, I think
I agree with Leisure it's 17160 various combinations.duncandisorderly wrote: ↑Fri Sep 05, 2025 10:04 pmNo need to be mean just because I can't work it out.
You have A, B, C, D, E, F, G, H, I, J, K, L and M.
You can have any combination of four.
How many combinations are there?
13x12x11x10=17160
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Re: Help with maths, I think
I’d stick with the 715, the 17,160 is correct if the four selections have to be in the correct order.
So if any order and you select 1-2-3-4 then it is 715 but if you then have 1-2-4-3 etc as extra options then it is 715 x 24 =17,160.
So 715 for combination but 17,160 for permutations.
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Re: Help with maths, I think
Agree with this.ClaretTony wrote: ↑Sat Sep 06, 2025 10:51 amI’d stick with the 715, the 17,160 is correct if the four selections have to be in the correct order.
So if any order and you select 1-2-3-4 then it is 715 but if you then have 1-2-4-3 etc as extra options then it is 715 x 24 =17,160.
So 715 for combination but 17,160 for permutations.
Non-maths people tend to think that permutations and combinations mean the same but they dont - as per CT's explanation.
I remember doing the pools (pre lottery) and you had "perm 8 from 12" type bets but they were really combinations.
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Re: Help with maths, I think
That’s always been a confusion. Pools companies always referred to them as perms when in fact they were combs.
The correct answer to this puzzle is very definitely 715 because the OP said it was a combination.
Or in maths terms
Comb: 13!/4!x(13-4)!
Perm: 13!/(13-4)!
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Re: Help with maths, I think
Gemini literally displays the answer if it's copied and pasted into the Google search 

Re: Help with maths, I think
duncandisorderly wrote: ↑Fri Sep 05, 2025 9:24 pmI have 13 different things.
I can only choose 4 things.
I must choose 4 things.
How many combinations of things are there?
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Re: Help with maths, I think
Bang on !!!ClaretTony wrote: ↑Sat Sep 06, 2025 9:14 amEasy
If it’s a combination, the answer is
13! divided by 4!x9!
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Re: Help with maths, I think
So, if four of the things in a prize draw were Lamborghinis and 9 were bags of penny mix and the tickets were a pound a go, you’d only have to spend £715 to guarantee yourself for Lamborghinis.
You’d struggle to persuade the person on the stall that offering them £750 for the four cars was a good outcome for their charity.
You’d struggle to persuade the person on the stall that offering them £750 for the four cars was a good outcome for their charity.
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Re: Help with maths, I think
I think we have our winner.
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Re: Help with maths, I think
This is how the bookies do it
If you had 13 horses and you wanted to know how many four timers there were in multiple bet,the quick way is
13 x 12 x 11 x10 divide by 4 x 3 x 2 x 1 =17160 ÷ 24 = 715
You don't really need the 1 obviously
For doubles the calc 13 x 12 ÷ 2 = 78
For trebles the calc 13 x 12 x11 ÷ 3 x 2 = 286
I think that's right. You take the number of horses in the particular combination eg a fivefold would be 5 x 4 x 3 x 2 x 1 and divide the answer into the product of 13 x 12 x 11 x 10 x 9.
I'm not a bookie !!!!
If you had 13 horses and you wanted to know how many four timers there were in multiple bet,the quick way is
13 x 12 x 11 x10 divide by 4 x 3 x 2 x 1 =17160 ÷ 24 = 715
You don't really need the 1 obviously
For doubles the calc 13 x 12 ÷ 2 = 78
For trebles the calc 13 x 12 x11 ÷ 3 x 2 = 286
I think that's right. You take the number of horses in the particular combination eg a fivefold would be 5 x 4 x 3 x 2 x 1 and divide the answer into the product of 13 x 12 x 11 x 10 x 9.
I'm not a bookie !!!!
Re: Help with maths, I think
I can tell!Foreverly Claret wrote: ↑Sat Sep 06, 2025 6:03 pmThis is how the bookies do it
If you had 13 horses and you wanted to know how many four timers there were in multiple bet,the quick way is
13 x 12 x 11 x10 divide by 4 x 3 x 2 x 1 =17160 ÷ 24 = 715
You don't really need the 1 obviously
For doubles the calc 13 x 12 ÷ 2 = 78
For trebles the calc 13 x 12 x11 ÷ 3 x 2 = 286
I think that's right. You take the number of horses in the particular combination eg a fivefold would be 5 x 4 x 3 x 2 x 1 and divide the answer into the product of 13 x 12 x 11 x 10 x 9.
I'm not a bookie !!!!
Re: Help with maths, I think
This, 715 for combination, 17,160 for permutations
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Re: Help with maths, I think
Only just seen this.
CT is spot on, I suspect he had the same outstanding maths teacher as me, a certain Nobby Stokes!
CT is spot on, I suspect he had the same outstanding maths teacher as me, a certain Nobby Stokes!
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Re: Help with maths, I think
Well, this caught a bit of traction over the international break, so thank you all!
715. I might tattoo it on a treasured animal by way of remembrance.
Am I to assume that zero got the correct answer within 25 minutes, so wins the ineffable internet points?
I'd like also to assume that No Ney Never (I hope that is misspelt ironically) has learnt a lesson about being a bit nicer on the internet due to all the help I received from other people.
Once again, many thanks. Sometimes things get asked because they're interesting, sometimes because they are important. You don't know why they matter, or to whom they are important but it's important to keep answering.
715. I might tattoo it on a treasured animal by way of remembrance.
Am I to assume that zero got the correct answer within 25 minutes, so wins the ineffable internet points?
I'd like also to assume that No Ney Never (I hope that is misspelt ironically) has learnt a lesson about being a bit nicer on the internet due to all the help I received from other people.
Once again, many thanks. Sometimes things get asked because they're interesting, sometimes because they are important. You don't know why they matter, or to whom they are important but it's important to keep answering.
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Re: Help with maths, I think
Mel Saunders would be proud of you!ClaretTony wrote: ↑Sat Sep 06, 2025 10:51 amI’d stick with the 715, the 17,160 is correct if the four selections have to be in the correct order.
So if any order and you select 1-2-3-4 then it is 715 but if you then have 1-2-4-3 etc as extra options then it is 715 x 24 =17,160.
So 715 for combination but 17,160 for permutations.
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Re: Help with maths, I think
Mercifully I avoided him when it came to maths - thankful to Jennings & Stokes