Last Blog Entry

Hello,

Since my last blog entry I've been investigating a couple question that I've asked myself and other had asked me.

"Is there any other side lengths, of a right triangle, that are not triples?"

My answer to this is simple. No. There isn't any other whole numbers that can create a 90 degree triangle without it being a decimal. For example, in my previous blog the right angle stayed the same but as i changed some numbers it became clear that all of the side length would have to change also.



As i was messing around with the numbers to see if i can find any close right triangle that isn't a triple, three numbers seem to pop up in my face. The way i came up with those three number was by thinking that, if i were to add one to the triples would that give me another right triangle? hm mm' These particular number were 8-9-12 (estimated from 12.042). although it had made a triangle with a angle that was 89.602, it seems very close to a right triangle. I have tried to see if there was more i can be able to depict out of this theorem.

I know they might be some question about whether or not there is more "triples" that seem close to right trianglesm but i will make sure to get more one that.