Art of Problem Solving

1999 AMC 8 Problems/Problem 23: Difference between revisions

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Created page with "Since the squares have side length <math>3</math>, the area of the entire square is <math>9</math>. The segments divide the square into 3 equal parts, so the area of each part i..."
 
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<math>3-2=1</math>.
<math>3-2=1</math>.


<math>CM=\sqrt 3^2+2^2</math> = <math>\sqrt 13</math>
<math>CM=\sqrt {3^2+2^2</math>} = <math>\sqrt 13</math>

Revision as of 14:28, 17 June 2011

Since the squares have side length $3$, the area of the entire square is $9$.

The segments divide the square into 3 equal parts, so the area of each part is $3$.

The base of a triangle is $3$, so the height must be $2$.

$3-2=1$.

$CM=\sqrt {3^2+2^2$ (Error compiling LaTeX. Unknown error_msg)} = $\sqrt 13$