Part E Next define two more common graph types that are not on the drop-down list: Inverse and Inverse squared. A simple inverse relationship is defined as y = aix To create the inverse graph type • Cck the Fit Builder button in the fil definition frame at the bottom of the window. Cid New Click Add to add a new parameter, "a." (You might start it at 1.0). • In Funcions change function name to "inverse." • Enter Express on: als • Cck Save and Close Since you dont know what value the experimental parameter value a might really be, your initial setting probably reset the graph scale quite a bit so that both graphs could be shown on the same scale. Your task now is to experimentally zero in on the best match you can get by changing the parameter a If, for instance the werse plot is much higher than the actual data, you would decrease the value of a by a lot (like by a power of 10). Keep adjusing the value of a until you get what you think is your best fit graph What value of a provided the best fit? Does the inverse graph it as well as the graph type you've Identified as best fit so far? Download an image of the inverse fit graph, name it appropriately, and "Insert" thal image below your answer. Add a label below that Image. x x Foni Szes ​