The following triangle does not contain a right angle (with all angles measured in radians). How could we determine the length of the third side? 15.2 mm 0.56 rad 15.2 mm ? mm 0.56 rad ? mm The key is to split the triangle to form two right triangles! We have shown this below, including redrawing the two right triangles separately in standard orientation. 11.04 mm 1.76 rad 0.82 rad/ 11.04 mm 0.82 rad 15.2 mm 0.56 rad Note that we have labeled the horizontal leg length measurements as n and m mm. 0.56 rad 15.2 mm ZZ 11.04 mm m mm 0.82 rad, 11.04 mm 0.82 rad. 7 mm The two right triangles from the diagram above are shown here. m = ZZ b. What is the value of n? 15.2 mm 15.2.sin(0.56) 8.07 mm. Using the right triangle on the right we see that the length of the red dotted line is: 11.04.sin(0.82) 8.07 mm n = 0.56 rad The length of the dotted red line (the original triangle's height) can be found in two ways. Note that rounding errors in the original information might produce slightly different results when using more decimal places. Using the right triangle on the left we see that the length of the red dotted line is: ? = m mm. Use your knowledge of trigonometry to answer the following questions. Round your answers to at least three decimal place. a. What is the value of m mm Preview mm Preview c. What is the unknown side length in the original triangle? 11.04 mm 0.82 rad mm Preview n mm.