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|dw:1360703526596:dw|

Take a look here and see if you can figure it out: See attached

30-60-90 theorem in words.

Thank yoou soo much

Do you understand that so far?

We will go step by step so that you understand. That is why I am asking.

yes

Does that make sense? If so, we're about to break out the theorem. :)

Yes so far.

That's good news. So far, so good.

We want the length of w which is the hypotenuse.
But, all we are given is the 60 leg.

Yes

Theorem Time;
The 60-leg is sqrt(3) times the 30-leg.
Agree?

Whoa, can you draw that??

|dw:1360706227544:dw|

|dw:1360706398553:dw|

Questions? (We have one more step. We are not yet finished.)

I understand

Note that in the latest posted picture, the 60 leg shows up as sqrt(3) times the 30-leg.

Yes, I am aware of that.

The second part of the 30-60-90 theorem states that the hypotenuse is two times the 30-leg.

|dw:1360706596069:dw|

Ok...

So, w = 14. I can write it out.
|dw:1360706716509:dw|

|dw:1360706845397:dw|

You can see the pattern in the diagram. That was what Zelda was talking about.

Question?

No, and Thank You very much.