Help please
first use the random numbers to generate the first 5 unique digits let me know what you get
what do you mean can you explain further please :(
each digit represents one student read off the first digit then read off the next digit keep going until you have 5 unique digits
12024
the digits must be unique
no repeats
61475
no, go back to the begininng
12024 discard the second 2 and move to the next digit so you get 12045 make sense?
Yes A little bit
now, starting where the first segment left off, generate 5 new unique digits
58976?
where are you getting 8 from
didn't you say that you get the number from the next unique
next sequentially, not numerically
we have 59766 we get rid of the duplicate 6 then we go to the next digit (the next one in the problem) it's a 1 so our next digits are 59761 make sense?
yes
keep going with the next 5 digits
70526
62179
71804
right?
after the 1 the next digit should be a 4
47570 remove the duplicate 7's 475 now we use the next 2 available digits
72 the 7 is a duplicate from what we had before so we go to the next digit which is a 6
so we get 47526
this brings us right to the 5th segment (starting with 254) generate the next 5 digits
still there?
Yes I am here trying to understand
Yes I see
I need to start heading home now so let me type out the rest of the instructions
once you have finished generating the digits (use up all the available numbers), observe each set of numbers and see how many of the groups have 3 or more digits that are 1-5) and divide that by the total number of groups you obtained
4 numbers have 3 or more digits that are 1-5
Is the answer 46%
@Vocaloid
@Vocaloid
how many total sets of 5 digits did you get
12024 : 4 - 1224 55976 : 2 - 55 61475 : 3 - 145 70726 : 1 - 2 25408 : 3 - 254 62279 : 2 - 22 71874 : 2 - 14 03499 : 2 - 34 92659 : 2 - 25 26041 : 3 - 241
again, for each cluster of digits there should be NO duplicates
4?
re-generate the clusters such that there are NO duplicates in each cluster each set of digits should have 5 unique digits (NO duplicates)
OKay let me write it all out on scrap paper hold on a sec
@sillybilly123 do you know if I'm interpreting this problem correctly? I am treating each digit as 10% of the population (mutually exclusive with each other) so each digit within each of the 5 clusters must be unique
when you say we use the next two available digits after removing the duplicate, do you mean in the next number or the current number?
what do you mean?
@sillybilly123 but if we allow duplicates it just ends up being 40% seems closer to what they want
|dw:1506526575483:dw|
and then we would divide right?
I end up getting 6/8 (not sure if this is right)
I would probably just use your method
OKay so just to go over this I would start from the beginning and the first number 12024 does have a duplicate. it has 2. So I would emit the second 2 and get 5?
right but I don't think my interpretation was correct
just use the clusters given in the problem and forget about the duplicate removing
SO just forget about the removing and focus on the original numbers given
right (sorry if that was misleading)
I end up getting 4 out of 10 clusters so 40%
Yeah okay thanks
No its okay sometimes it is confusing
I appreciate all your help always
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