code class="asciimath"Problem 6. Two circles K_(1),K_(2) intersect at the points C,D. Let A be a variable point on K_(1). The lines AC,AD intersect again the circle K_(2) at the points F,E, respectively. Show that the altitude from F of the triangle AFE passes through a fixed point, independent of the location of A on K_(1).

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code class=&#34;asciimath&#34;>Problem 6. Two circles K_(1),K_(2) intersect at the points C,D. Let A be a variable point on K_(1). The lines AC,AD intersect again the circle K_(2) at the points F,E, respectively. Show that the altitude from F of the triangle AFE passes through a fixed point, independent of the location of A on K_(1).

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Expert Answer to - code class=&#34;asciimath&#34;>Problem 6. Two circles K_(1),K_(2) intersect at the points C,D. Let A be a

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Solution for - code class=&#34;asciimath&#34;>Problem 6. Two circles K_(1),K_(2) intersect at the points C,D. Let A be a

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