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# \$2.00Geometry Triangle Exact Values of x and y

• From Mathematics: Geometry
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• Due on Mar. 01, 2009
• Asked on Jan. 30, 2009 at 01:28:23AM

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Q:
There is a picture of a right triangle, the hypotenuse is the value 5, the adjacent is the value y, and the opposite is the value x. The right angle is of course the value of 90 degrees, the other two angles are the values 45 and 45 degrees. How do I find the exact values of x and y without using SOHCAHTOA?

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• Posted on Jan. 30, 2009 at 01:46:51AM
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Preview: ... ide lengths. Set it up like thi ...

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step by step solution
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• Posted on Jan. 30, 2009 at 01:47:27AM
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Preview: ... <br> (base)^2+ (height)^2 =(hypotenuse)^2<br><br> so x^2 +x^2 =(5)^2<br><br> ...

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• Posted on Feb. 23, 2009 at 04:09:45AM
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Preview: ... theorem equation. So now we get, x^2 + y^2 = 5^2 OR x^2 + y^2 = 25. Remember, since x and y are the same length we can say x^2 + x^2 = 25 thus adding x^2 and x^2 together we get 2x^2 = 25. Now we want to isolate for x so we can solve for ...

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Triangle
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• Posted on Feb. 27, 2009 at 04:00:01AM
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Preview: ... 45 degrees so the triangle is right iso ...

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• Posted on Feb 28, 2009 at 2:06:25PM
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Preview: ... <br>x=y<br>also, from Pythagoras ...

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Use Pythagorean theorem, silly!
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• Posted on Nov 21, 2009 at 2:41:22PM
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