(Solved): For triangle ABC, we are given that mC=25.7,AC=28.2 in, and BC=12.6 in. We can use the L ...

For triangle $ABC$, we are given that $m?C=25.7^{?},AC=28.2$ in, and $BC=12.6$ in. We can use the Law of Cosines, Law of Sines, and other properties of triangles to determine all of the missing information. Note that the diagram may not be drawn to scale. Determine all of the missing information about this triangle. a. $AB=$ inches b. Draw the triangle and add the length of $\overline{AB}$ to your diagram. c. $m?A=$ degrees d. $m?B=$ degrees For triangle $ABC$, we are given that $m?C=107.2^{?},AC=14.6\mathrm{ft}$, and $BC=21.9\mathrm{ft}$. We can use the Law of Cosines, Law of Sines, and other properties of triangles to determine all of the missing information. Note that the diagram may not be drawn to scale. Determine all of the missing information about this triangle. a. $AB=$ feet b. Draw the triangle and add the length of $\overline{AB}$ to your diagram. c. $m?A=$ degrees d. $m?B=$ degrees Triangle $ABC$ is shown below with all three side lengths known. Determine the missing angle measures using the Law of Cosines, Law of Sines, and other properties of triangles. NOTE: $?B$ is an obtuse angle. Please make sure to think about this when determining your answers. You might want to determine $m?A$ and $m?C$ first. a. $m?A=$ b. $m?B=$ c. $m?C=$