Just for fun
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Re: Just for fun
165. And i'm rubbish at maths
Re: Just for fun
Gotta be this. I think you have to notice that the time, number of bananas and vertices do matter.spadesclaret wrote:38
2+3+(3x11)
This user liked this post: Rick_Muller
Re: Just for fun
That's numberwang.
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Re: Just for fun
I hate maths.
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Re: Just for fun
Second guess 35.
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Re: Just for fun
88 goddammit !
Re: Just for fun
You can't tell as there is insufficient data.
However, I agree with bob. The answer ought to be 38
but, it : could be different assuming that the clock value changesif you move the hands but a bunch of bananas doesn't and is just worth 4 no matter how many bananas there are.
An alternate answer is Produced if you dont apply the vodkas rule in which case it becomes 88.
However, I agree with bob. The answer ought to be 38
but, it : could be different assuming that the clock value changesif you move the hands but a bunch of bananas doesn't and is just worth 4 no matter how many bananas there are.
An alternate answer is Produced if you dont apply the vodkas rule in which case it becomes 88.
Last edited by timshorts on Sun Mar 11, 2018 7:49 pm, edited 2 times in total.
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Re: Just for fun
160
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Re: Just for fun
150
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Re: Just for fun
51 or 50 but the clock bit is just deliberately confusing
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Re: Just for fun
" THE ANSWER IS "
Clock = 2
Bananas = 3
The two shapes in total = 11 (lines)
No doubt there will be plenty of different views ,but this is the answer without using BODMAS .....(2 + 3 + 3 x 11) = 88
If you use BODMAS it becomes (2+ 3 + ( 3 x 11) ) = 38
Hope that kept you amused for a few minutes if nothing else..
Clock = 2
Bananas = 3
The two shapes in total = 11 (lines)
No doubt there will be plenty of different views ,but this is the answer without using BODMAS .....(2 + 3 + 3 x 11) = 88
If you use BODMAS it becomes (2+ 3 + ( 3 x 11) ) = 38
Hope that kept you amused for a few minutes if nothing else..
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Re: Just for fun
The answer is 120.
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Re: Just for fun
The answer to life is 42
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Re: Just for fun
Correction to 88
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Re: Just for fun
Hadn't looked at the final shape closely enough.
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Re: Just for fun
23
playing footy the Sean Dyche way
playing footy the Sean Dyche way
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Re: Just for fun
There is no “without using BODMAS” as BODMAS is part of the rules of basic mathematicsconyoviejo wrote:" THE ANSWER IS "
Clock = 2
Bananas = 3
The two shapes in total = 11 (lines)
No doubt there will be plenty of different views ,but this is the answer without using BODMAS .....(2 + 3 + 3 x 11) = 88
If you use BODMAS it becomes (2+ 3 + ( 3 x 11) ) = 38
Hope that kept you amused for a few minutes if nothing else..
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Re: Just for fun
15+15+15 = 45
4+4+15 = 23
3+4+4 = 11
So....
3+4+(4x11) = 51
How can this be wrong?
4+4+15 = 23
3+4+4 = 11
So....
3+4+(4x11) = 51
How can this be wrong?
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Re: Just for fun
The clock says 2 (not 3)Im_not_Robbie_Blake wrote:15+15+15 = 45
4+4+15 = 23
3+4+4 = 11
So....
3+4+(4x11) = 51
How can this be wrong?
There are 3 bananas (not 4)
Re: Just for fun
I agreehampsteadclaret wrote:150..?
Re: Just for fun
88
Top shape had 15 sides= 15
Banana=1
Clock at 3pm=3
Clock at 2pm =2
2pm+3bananas+3bananas=8 x bottom shape has 11 sides =88
Only noticed bottom shape difference after another glance!
Top shape had 15 sides= 15
Banana=1
Clock at 3pm=3
Clock at 2pm =2
2pm+3bananas+3bananas=8 x bottom shape has 11 sides =88
Only noticed bottom shape difference after another glance!
Last edited by IanMcL on Sun Mar 11, 2018 9:47 pm, edited 1 time in total.
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Re: Just for fun
The 'top shape' becomes 11 once the square is removed.IanMcL wrote:120
Top shape = 15
Banana=1
Clock at 3pm=3
Clock at 2pm =2
2pm+3bananas+3bananas=8 x top shape15 =120
This user liked this post: conyoviejo
Re: Just for fun
Just noticed that on 2nd look Spades. Then see you are on to me too. Nice spot.spadesclaret wrote:The 'top shape' becomes 11 once the square is removed.
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Re: Just for fun
135
Re: Just for fun
No I don't.mdd2 wrote:I agree
Good as my late friend always said "check your work"
And as others have pointed out the figures number according to the sides which fall from 15 to 11, the clock goes from 3 to 2 o'clock (I got that) and the nanas number 4 then 3.
Enjoyed getting that wrong.
Think I will test my grandson and see how he does
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Re: Just for fun
I make it 255. Then read again and saw bananas , so 88.
while we are here with maths:
Is there anyone out there with deep understanding of maths that can explain the relevance of “erf?” I know the value is related to Gaussian distribution and depends on the magnitude of the equality. But where does it come from/ how is it derived?
i.e C = erf { some expression] where erf depends on C.
while we are here with maths:
Is there anyone out there with deep understanding of maths that can explain the relevance of “erf?” I know the value is related to Gaussian distribution and depends on the magnitude of the equality. But where does it come from/ how is it derived?
i.e C = erf { some expression] where erf depends on C.
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Re: Just for fun
http://www.gnu.org/software/libc/manual ... tions.html" onclick="window.open(this.href);return false;atlantalad wrote:I make it 255. Then read again and saw bananas , so 88.
while we are here with maths:
Is there anyone out there with deep understanding of maths that can explain the relevance of “erf?” I know the value is related to Gaussian distribution and depends on the magnitude of the equality. But where does it come from/ how is it derived?
i.e C = erf { some expression] where erf depends on C.
Re: Just for fun
Unfortunately, Rick, you're confusing pure science with puzzling. When you're applying for a Nobel Priza, then you need to use Bodmas at all times; but this doesn't mean that number puzzles that don't use Bodmas can't exist. Numerous such puzzles do exist, especially when they involve fitting missing numbers into a square.Rick_Muller wrote:There is no “without using BODMAS” as BODMAS is part of the rules of basic mathematics
This user liked this post: Rick_Muller
Re: Just for fun
I was under as I assumed the bananas were from Aldi.
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Re: Just for fun
It's the error function when integrating the normal distribution.atlantalad wrote:I make it 255. Then read again and saw bananas , so 88.
while we are here with maths:
Is there anyone out there with deep understanding of maths that can explain the relevance of “erf?” I know the value is related to Gaussian distribution and depends on the magnitude of the equality. But where does it come from/ how is it derived?
i.e C = erf { some expression] where erf depends on C.
If you're ever struggling for sleep take a look at it's wiki page
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Re: Just for fun
Thanks Deano,& Rick.Deanothedino
It's the error function when integrating the normal distribution.
Image
If you're ever struggling for sleep take a look at it's wiki page
Understand now. First bit and Applications section on wiki are OK, rest got a bit too heavy so I'll leave it until there's a baking programme on TV the have another go
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