trianglesgc.blogspot.com
The Triangle Files: Sorry, I Was Wrong In My First and Third entries. Bye.
http://trianglesgc.blogspot.com/2009/04/sorry-i-was-wrong-in-my-first-and-third.html
Tuesday, April 7, 2009. Sorry, I Was Wrong In My First and Third entries. Bye. Hello This is my last blog entry. I have bad news. This is the blog entry where I make up my own question and try to answer it. My question is:. If you have a set of integer side lengths for a tria. Ngle, how can you figure out if it is a right triangle without actually creating the triangle? DO THIS BEFORE THE REST OF THE PROCESS:. Take the set of side lengths and find their greatest common factor. Divide by the common factor.
trianglesgc.blogspot.com
The Triangle Files: 04/01/09
http://trianglesgc.blogspot.com/2009_04_01_archive.html
Wednesday, April 1, 2009. Just to recap the first two entries, in the first entry, I found a way to find Pythagorean triples. My second entry was not very successful. I am back on Pythagorean triples. If you saw the comments on my second blog entry, Ms. Sheppard-Brick gave me two questions to answer. This entry answers one of them. To get the second number of a Pythagorean Triple, take a series of consecutive integers. The series must start with 1. Add all the numbers in the series. View my complete prof...
trianglesgc.blogspot.com
The Triangle Files: Pythagorean Triples
http://trianglesgc.blogspot.com/2009/03/pythagorean-triples.html
Saturday, March 21, 2009. This blog is for a project in my geometry class. Called the Triangle Blog Project. We have to do a series of investigations about right triangles and the Pythagorean Theorem ( a. And record our results here. Right now, I am investigating to answer the following question:. 8220;Pythagorean triples are right triangles that have integer side lengths. How many of these are there? Can you predict when they will occur? To investigate, I followed the following procedure. Is the row of ...
trianglesgc.blogspot.com
The Triangle Files: 03/21/09
http://trianglesgc.blogspot.com/2009_03_21_archive.html
Saturday, March 21, 2009. This blog is for a project in my geometry class. Called the Triangle Blog Project. We have to do a series of investigations about right triangles and the Pythagorean Theorem ( a. And record our results here. Right now, I am investigating to answer the following question:. 8220;Pythagorean triples are right triangles that have integer side lengths. How many of these are there? Can you predict when they will occur? To investigate, I followed the following procedure. Is the row of ...
trianglesgc.blogspot.com
The Triangle Files: 04/07/09
http://trianglesgc.blogspot.com/2009_04_07_archive.html
Tuesday, April 7, 2009. Sorry, I Was Wrong In My First and Third entries. Bye. Hello This is my last blog entry. I have bad news. This is the blog entry where I make up my own question and try to answer it. My question is:. If you have a set of integer side lengths for a tria. Ngle, how can you figure out if it is a right triangle without actually creating the triangle? DO THIS BEFORE THE REST OF THE PROCESS:. Take the set of side lengths and find their greatest common factor. Divide by the common factor.
trianglesgc.blogspot.com
The Triangle Files: Second Entry
http://trianglesgc.blogspot.com/2009/03/normal-0-false-false-false.html
Friday, March 27, 2009. This is my second blog entry. Last time, I had some good results, but this time, I wasn’t so fortunate and I do not have results that are as good, accurate, or relevant. I have found something different than I was looking for. This time, the question I was investigating the question:. If you know the side lengths of a right triangle, can you predict what the angles will be? I did not find the answer to that question. Instead, I found a semi-pattern that is not really a pattern.
trianglesgc.blogspot.com
The Triangle Files: 03/27/09
http://trianglesgc.blogspot.com/2009_03_27_archive.html
Friday, March 27, 2009. This is my second blog entry. Last time, I had some good results, but this time, I wasn’t so fortunate and I do not have results that are as good, accurate, or relevant. I have found something different than I was looking for. This time, the question I was investigating the question:. If you know the side lengths of a right triangle, can you predict what the angles will be? I did not find the answer to that question. Instead, I found a semi-pattern that is not really a pattern.
trianglesgc.blogspot.com
The Triangle Files: Pythagorean Triples Again
http://trianglesgc.blogspot.com/2009/04/pythagorean-triples-again.html
Wednesday, April 1, 2009. Just to recap the first two entries, in the first entry, I found a way to find Pythagorean triples. My second entry was not very successful. I am back on Pythagorean triples. If you saw the comments on my second blog entry, Ms. Sheppard-Brick gave me two questions to answer. This entry answers one of them. To get the second number of a Pythagorean Triple, take a series of consecutive integers. The series must start with 1. Add all the numbers in the series. Tuesday, April 7, 200...
