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A circle is inscribed in a right triangl...

A circle is inscribed in a right triangle `ABC,` right angled at C. The circle is tangent to the segment `AB` at `D` and length of segments `AD` and `DB` are 7 and 13 respectively. Find the area of triangle `ABC.`

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To find the area of triangle ABC, we will follow these steps: ### Step 1: Identify the segments Given that the lengths of segments AD and DB are 7 and 13 respectively, we can denote: - \( AD = 7 \) - \( DB = 13 \) ### Step 2: Calculate the length of segment AB ...
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