My question was "does Fibonacci have a number under a million with the same number of digits that repeats?" And what I did was I did a bit of Fibonacci and it turns out it does.357 and 937 are under a million, have the same digit and 7 is in each one.
I did this project because one day I woke up and wondered "is there a number in Fibonacci that has the same number of digits, is under a million and repeats a number?" so I did a bunch of Fibonacci and it turns out it did.
I developed my solution by doing Fibonacci. It was a bit easy.
My results is there is a digit that repeats in Fibonacci.I found out the number that repeated in Fibonacci is 7.
My results are important because they taught me more about Fibonacci.That means I know more about Fibonacci.
I could have extended my project by doing more Fibonacci. The next step I could have done is do more Fibonacci.
I got my information and ideas from myself. Also I would like to acknowledge my mom for supporting me.
I really like the passion and efficiency that you show in mathematics! Now that you know this information about repeating digits, how might this be applicable to something in the real-world? Still, this particular project is unique in that it is strictly based on discovering more about number sequences, and particularly the Fibonacci Sequence.