Attached (not to scale)

The equilateral triangle inside the square. Find angle DEC.

I've had a long look at it and can't find the answer. I've found a lot of other angles but not the one I need!

Any help appreciated

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- Jan 12th 2009, 10:06 AMGAdamsTriangle in a square
Attached (not to scale)

The equilateral triangle inside the square. Find angle DEC.

I've had a long look at it and can't find the answer. I've found a lot of other angles but not the one I need!

Any help appreciated - Jan 12th 2009, 10:35 AMmasters
- Jan 12th 2009, 10:41 AMGAdams
Thanks for you reply, but I can't see the diagram to clearly.

- Jan 12th 2009, 10:42 AMmasters
- Jan 12th 2009, 10:44 AMGAdams
I tried that, bit it doesn't get any bigger. However, from what I can tell, you seem to be showing that the side of teh square is the same as the side of the equaliater triangle.....omg, of course it is!! Sorry, actually had the eureka moment as I was typing this.

Got it now.

Thanks!!! - Jan 12th 2009, 10:51 AMmasters
- Jan 15th 2009, 08:01 AMlebanon
- Jan 15th 2009, 08:10 AMmasters
Hello lebanon,

We are told that the triangle is equilateral (all sides are congruent). One side of the equilateral triangle is on the square. So this means the sides of the square are congruent to the sides of the triangle.

Look at the markings I have made on the sides of the triangle and square, indicating which triangles formed are isosceles. It should be pretty apparent if you know anything about isosceles triangles.