Can someone please explain this problem to me? A tangram is a geometric puzzle made from seven pieces that form a square. A) If the area of the entire square equals 1 unit, label each piece with its rational number area. B) If the area of piece (a) equals 1 unit, label each piece with its rational number area. The picture of the tangram is found on the wikipedia site and it is under the article pieces. The tangram is in pastel colors. My answers for part A) is a-g is 1/7 am I right? But I'm not sure how to do part B) of this question? Thanks.
No, they are different sizes. how can you possibly say they are the same size.
B. If piece a, whichever that one is, then compare the other sizes to it.
I am totally lost on this problem. Here is my new answers but I am sure that they are wrong. Part A; a. 1/2 b. 1/2 c. 1/3 d. 1/4 e. 1/3 f. 1/4 g. 1/3 Part B I am really lost on. Thanks for your help.
a and b add to 1, the entire area is one. So they can't be right. THe sum of all the pieces is 1.
So does a and b need to be a different fraction?
What colors in this diagram are you labeling a and b?
http://en.wikipedia.org/wiki/File:Tangram_set_00.jpg
The big orange is a and the big green is b.
The big orange and the big green are both the same size.
Each of them makes up 1/4 of the puzzle. Together they make up 1/2 of the Tangram.