9. Use the following triangles to answer the following. Assume \(\triangle ABC \cong \triangle DEF\). (2 points) B \((3x + 6)\) ft \((8y + 2)\)^\circ 25 ft D \((6y + 12)\)^\circ \((4x)\) ft A C E a. What is the length of \(\overline{AB}\)? F b. What is \(m\angle EDF\)? 10. \(\triangle ABC \cong \triangle EFG\). Solve the following problems below: (2 points) \((3x + 20)\)^\circ y + 7 A 14 B 18 C G F \(3y - 7\) E \((5x - 80)\)^\circ a. Solve for x. Then, using that information, find the measure of \(\angle A\). b. Solve for y. Then, using that information, find the measure of \(\overline{FE}\) and \(\overline{AB}\).
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