Consider the function {{MATH_300}} Does the function {{MATH_301}} have an inverse? If so, what is it? If not, attempt to restrict the domain of {{MATH_302}} and find an inverse on the restricted domain. {{CMD_303}} In this case {{MATH_304}} is one-to-one. We may write {{ENV_305}} For your viewing pleasure we give a graph of {{MATH_306}} and {{MATH_307}}. Note, the graph of {{MATH_308}} is the image of {{MATH_309}} after being flipped over the line {{MATH_310}}. {{CMD_311}} {{ENV_312}} {{COMMENT_313}} {{COMMENT_314}} {{COMMENT_315}} {{COMMENT_316}} {{CMD_317}} {{CMD_318}} {{CMD_319}}