New York, NY United States
Member #140,628
March 23, 2013
11,947 Posts
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If someone could, if they know just for a minute, please say just how many numbers total you would have if you were to mirror all the numbers in a pick 4 number.
Example, take 1234. So how many combinations from 1234 would you get if you mirrored every digit possible. Mirror 1 digit each in the combination, then mirror 2 digits, mirror 3 digits, and all 4.
6234,1734,1284,1239
6734,6284...and so on
6784,1784...so on
6789.
Specific order matters, so all possible combinations doing this.
And is it the same amount of combinations if it's a number with all single digits, double digits, or triple digits?
I think I came up with 15 possible combinations. Remember this has nothing to do with keeping the same number the same, it's about using all possible combinations from a number using all possible mirrors, keeping all the positions of the digits the same.
Appreciate it. Thank you if anyone will answer this for me. I just want to make sure is all. Calculating cost and all that. Thanks, best, have good day.
Sometimes you do the right thing just because it’s right.
Life's a game of mathematics, if you can't figure that out I don't know what to tell you.
New Jersey United States
Member #17,842
June 28, 2005
180,983 Posts
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Quote: Originally posted by Soledad on Feb 17, 2022
If someone could, if they know just for a minute, please say just how many numbers total you would have if you were to mirror all the numbers in a pick 4 number.
Example, take 1234. So how many combinations from 1234 would you get if you mirrored every digit possible. Mirror 1 digit each in the combination, then mirror 2 digits, mirror 3 digits, and all 4.
6234,1734,1284,1239
6734,6284...and so on
6784,1784...so on
6789.
Specific order matters, so all possible combinations doing this.
And is it the same amount of combinations if it's a number with all single digits, double digits, or triple digits?
I think I came up with 15 possible combinations. Remember this has nothing to do with keeping the same number the same, it's about using all possible combinations from a number using all possible mirrors, keeping all the positions of the digits the same.
Appreciate it. Thank you if anyone will answer this for me. I just want to make sure is all. Calculating cost and all that. Thanks, best, have good day.
United States
Member #173,010
February 13, 2016
1,630 Posts
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Quote: Originally posted by Soledad on Feb 17, 2022
If someone could, if they know just for a minute, please say just how many numbers total you would have if you were to mirror all the numbers in a pick 4 number.
Example, take 1234. So how many combinations from 1234 would you get if you mirrored every digit possible. Mirror 1 digit each in the combination, then mirror 2 digits, mirror 3 digits, and all 4.
6234,1734,1284,1239
6734,6284...and so on
6784,1784...so on
6789.
Specific order matters, so all possible combinations doing this.
And is it the same amount of combinations if it's a number with all single digits, double digits, or triple digits?
I think I came up with 15 possible combinations. Remember this has nothing to do with keeping the same number the same, it's about using all possible combinations from a number using all possible mirrors, keeping all the positions of the digits the same.
Appreciate it. Thank you if anyone will answer this for me. I just want to make sure is all. Calculating cost and all that. Thanks, best, have good day.
Mississippi Gulf Coast United States
Member #42,874
July 9, 2006
19,488 Posts Online
Quote: Originally posted by Soledad on Feb 17, 2022
If someone could, if they know just for a minute, please say just how many numbers total you would have if you were to mirror all the numbers in a pick 4 number.
Example, take 1234. So how many combinations from 1234 would you get if you mirrored every digit possible. Mirror 1 digit each in the combination, then mirror 2 digits, mirror 3 digits, and all 4.
6234,1734,1284,1239
6734,6284...and so on
6784,1784...so on
6789.
Specific order matters, so all possible combinations doing this.
And is it the same amount of combinations if it's a number with all single digits, double digits, or triple digits?
I think I came up with 15 possible combinations. Remember this has nothing to do with keeping the same number the same, it's about using all possible combinations from a number using all possible mirrors, keeping all the positions of the digits the same.
Appreciate it. Thank you if anyone will answer this for me. I just want to make sure is all. Calculating cost and all that. Thanks, best, have good day.
I'm not sure if this will answer your question or not, if not then maybe it can be used as "Food for Thought"
United States
Member #139,773
March 3, 2013
605 Posts
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Quote: Originally posted by Soledad on Feb 17, 2022
If someone could, if they know just for a minute, please say just how many numbers total you would have if you were to mirror all the numbers in a pick 4 number.
Example, take 1234. So how many combinations from 1234 would you get if you mirrored every digit possible. Mirror 1 digit each in the combination, then mirror 2 digits, mirror 3 digits, and all 4.
6234,1734,1284,1239
6734,6284...and so on
6784,1784...so on
6789.
Specific order matters, so all possible combinations doing this.
And is it the same amount of combinations if it's a number with all single digits, double digits, or triple digits?
I think I came up with 15 possible combinations. Remember this has nothing to do with keeping the same number the same, it's about using all possible combinations from a number using all possible mirrors, keeping all the positions of the digits the same.
Appreciate it. Thank you if anyone will answer this for me. I just want to make sure is all. Calculating cost and all that. Thanks, best, have good day.
I usually only do Pick 3, however the only useful observation I have seen in using mirror numbers is that if you mirror each digit in the last draw, one of those mirrored numbers usually appears in the next draw x percent of the draws higher than the percent of times one number repeats from the last draw.