An object of length 2.05cm is located at the origin of a coordinate system. A concave reflecting surface is located at 26.4cmi, and has a radius of 43.6cm. A converging lens of focal length 34cm is located at -120cmi. This arrangement is shown in the diagram below. HINT. This question uses a coordinate system, but your lens and mirror formulas use scalar quantities with a set of rules. Use the coordinate system to convert and calculate the scalar quantities, then draw out the lens/mirror system and convert back into the coordinate system. The more accurate your drawing, the better your analysis will be. What is the location of the image of the object produced by the mirror? (The image produced by the mirror does not have anything to do with the lens, so you can neglect the lens for this problem.) cmi What is the length of the image of the object produced by the mirror? (A negative value means the image is inverted relative to the object orientation.) cmWhat is the location of the final image of the object as produced by the lens? cmz What is the length of the final image of the object as produced by the lens? (A negative value means the image is inverted relative to the object orientation.) cm