For a while now, we have received an assignment about a very intelligent greek mathematician. His name is Pythagoras. He is "uber" smart, well thats what Mr. Habeck said and I am thinking he is too. Before, he was considered as a lunatic by other people of his time. sadly, his death came at age 90. Pythagoras made a theorem called the "Pythagorean Theorem". I am supposed to try to explain to you how to do this theorum and hopefully you will learn. By the way, the theorem is a2(squared)+b2(squared)=c2(squared).
You can also do:
c2-b2=a2
c2-a2=b2
You need to know these key words:
Legs-Shorter than the hypotenuse. Comes out of the right angle. Each triangle always has 2 legs.
Hypotenuse-The longest side of the triangle and opposite the right angle.
R.A.T-Right Angle Triangles
Greek-People who live or came from Greece
Theorem-A math statement that has to be proven right or true.
You should also know this:
Two angles that equal 90 degrees celsius are called complimentary angles.
Angles that make a straight line equal 180 degrees celsius, and 2 angles are called supplementary angles.
This is how you should label your right angle triangles.
One way to remember how to label the sides with a, b and c is to know this:
leg 1=altitude(a)
leg 2=base(b)
hypotenuse=c
Now I am going to show you an example of a right angle triangle and how to find the numbed for the missing side.
As you can see B is the mystery side that we need to find out. So you use the following math statement.
c2-a2=b2
Then you substitute the letters with the information you already know.
50 2-30 2=b2
Then you multiply 50 by 50 and 30 by 30.
2500-900=b2
You subtract the 2 numbers.
1600=b2
You then find the square root of 1600 which is 40.
40=As you can see, each square has 2 right angle triangles.
wow! that video was so hard to see but that all made since. It was exactly what my &th grade math teacher taught my class.
October 19, 2009 at 6:16 PM
What did this have to do about Pythagorus the man, the myth, and the legend. It just was equations
October 19, 2009 at 6:18 PM