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: 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: 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: 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...
triangleinvestigations.blogspot.com
Triangle Investigations: Final Blog Entry
http://triangleinvestigations.blogspot.com/2009/04/final-blog-entry.html
Wednesday, April 8, 2009. Your final blog entry is due by midnight tonight. It should be at least two paragraphs in length and it should contain the following:. What question or questions you have been investigating since your last blog entry. The data that you have collected about that question. Any patterns or conclusions that you have found, or an explanation of why you haven’t been able to find any. Make good use of your time today and you will have long homework holiday. Final Blog Entry -DJ5. Today...