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PAT patten folding question
Started by dentist_dude
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2 completely different triangles for the shaded area. Half of an equilateral triangle vs a random triangle
Sorry but this didn't make sense!2 completely different triangles for the shaded area. Half of an equilateral triangle vs a random triangle
Look at the shaded triangle and find the difference between B and CSorry but this didn't make sense!
Yeah it just clicked thank youLook at the shaded triangle and find the difference between B and C
The reason is quite simple. That shaded triangle in B simply doesn't exist. It is the mirror image of the one in the question and you can only fold in. In other words, no matter how you rotate the given shaded triangle, you will never get the one shown in B. They are non superimposable.Can someone please explain why the answer is C not B
You can't really say anything about it's being two different shaded triangles because they are mathematically identical. Here's why.
1. The object shows the triangles are equilateral.
2. All the choices show a folded object that are identical in shape and size except the funny protrusion and therefore, we must assume all the triangles are equilateral as well.
3. Now look at B and C. Since the triangles are equilateral and the diagonal intersects the midpoint of one side, mathematically, the two half triangles are identical.
Just because they look kinda odd doesn't mean they are different! Be very careful about this.
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Thank youThe reason is quite simple. That shaded triangle in B simply doesn't exist. It is the mirror image of the one in the question and you can only fold in. In other words, no matter how you rotate the given shaded triangle, you will never get the one shown in B. They are non superimposable.