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post your summary there

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We realized that nearly all of the numbers are multiples of 9.
We see if we take the first digit and the second digit and we take them away, the answer will always be a multiple of 9.

We think the answer will be the first digit times 9. X*9.
We did the number, 91, 72 and 11

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The numbers we did were 60, 35, 20 and 42.

The results we got were 54, 27, 18 and 36. We realized that all the results were multiples of 9 :)

Thus the image shown in all multiples of 9 will always be the same.

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The rule that we found out was that the answer would always have the same image that are on the multiples of 9. We did the number 69, 21, 34, etc.
Our rule:
X= The number in the tens place
Y= The number in the unit place
10x+b-(x+y)=9a

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we see that every time the answer is a multiple of nine

We think that the answer is on number 81 every time no matter what number you choose

We wonder why we are doing this task again

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We tried the number 72,63, 52
It got us all the "mind reading thing" Because 72 is 9 away from 63 and 63 is 9 way from 52 so it will add up to a multiple of 9.

We see a pattern going on, so basically every number you choose will end up on a multiple of 9 and all the multiple of 9 have a same icon so its a fail safe. Formula: 10x+y

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We tried the number 10 first, and 10-1=9.

We see every multiple of 9 is the same symbol, and no matter what number you choose, you will still end up with the symbol that the multiples of 9 happens to be. The formula is that (10x+y)-(x+y)=9x, where x is the digit in the tens column, and y is the digit in the ones column.

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We tried the number 36, 45, 22 etc.. We see that all the numbers that we tried ended up with a answer that is included in the multiples of 9.

We think that all the multiples of 9, including the answer when you press read my mind have the same images on them and that is why they can always " read our minds".

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We tested this on a variety of numbers, for example, 46, 12, 39, 54, 33, 67, and so on.

We see that if we take xy (separate digits) as the original number,  xy-x+y= a multiple of 9.

We think that this is because since every time this equation is calculated, the known result will be a multiple of 9. For every multiple of 9, they will all hold the same graphic/icon every time it is refreshed.

We wonder if there are any other equations that will end up with a similar result, eg a multiple of 8, or a multiple of 7 etc.

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We tried difficult numbers like 74 which obviously, ended in a multiple of 9 which gave us the  image that was on the number.

Because the mathematical formula is 10a + b which is you adding the two two digit numbers together then you minus a+b which is you removing the number which you got from 10a+b and your original number. The awnser is 9a which means that it dosen't matter what two digit number it is, it will always end with an multiple of 9

We are wondering about why we are doing this for a second time and what this has to do with math

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73, 10 and 61

I see that every time we choose a number, the result after the rule sequence always ends up with a multiple of 9.

I think this is because 10a+b-(a+b)=9a where a and b are the respective digits of the number, so every number ends up with a multiple of 9.

I wonder why we're doing this again.

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Post a text block here with three sentences and your group member names, beginning with
1. "I see..."
2. "I think..."
3. "I wonder..."

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An amazing mind reading performance based on simple mathematical principles.