The digital root is the sum of all the digits in an integer, with the process repeated if required. The digital root of all multiples of 3 are themselves multiples of 3. Their fully reduced values are 3, 6 or 9.
Every 30 numbers you end up in the 10s place when you count by 3s. 30,60,90
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I see a pattern of consecutive integers.
I see that they include all of the whole numbers.
They can all be divided by 3
They all have even digits and Im bored.
The units digits start with 8 and go down in steps of 2. The units digit repeats every 5 multiples, The last pair of digits repeat every 25 multiples.
The multiples of two are practically the two times tables
The equation 4R + 3s + 2r = 6r + 3s is an example of the distributive property of addition, where the term 4R is being distributed over the sum of 2r and 6r. To see this more clearly, we can rewrite the equation as: 4R + 3s + 2r = (4R + 6r) + 3s Notice how the terms 4R and 6r are combined and the distributive property allows us to simplify the left-hand side of the equation.
I cannot see any numbers in the list that are not multiples of ten.
You can see 6,2,8,4,on