- #1
Angel11
- 11
- 0
Hello again,i am back. So now i have diffrent questions while spending my time in powers for some reason that i can't explain...Anyways let's get to the point. these ones are really simular to the previous one.
n^{5}+n^{4}=(n^{5}-n^{3})*(n-1)-(n-2), n^{4}+n{3}=(n^{4}-n^{2}*(n/(n-1)). You can try to replace n by any number which is >0. And my question is:"WHY does this happen (i mean it goes a little bit into philosophical thinking rather than logical but i would like an explanation like why and 3 digit number that has the same number in every digit if you add it together and multiply the result by 37 it becomes the same number).(Whew) Also if you had the patience to read all of this and acctoully came up with an answer i want to say you are a legend (Yes)
n^{5}+n^{4}=(n^{5}-n^{3})*(n-1)-(n-2), n^{4}+n{3}=(n^{4}-n^{2}*(n/(n-1)). You can try to replace n by any number which is >0. And my question is:"WHY does this happen (i mean it goes a little bit into philosophical thinking rather than logical but i would like an explanation like why and 3 digit number that has the same number in every digit if you add it together and multiply the result by 37 it becomes the same number).(Whew) Also if you had the patience to read all of this and acctoully came up with an answer i want to say you are a legend (Yes)