So without going into the nitty-gritty, the above fit looks at all the data and then fits a line. Loess however, moves along the dataset, and looks at chunks at a time, fitting a bunch of smaller lines that connect to make one smooth line. Alright, enough background. On to the how...
Function. Mapping Diagram for FunctionsIssues with One to Many and Many to OneAlthough the above guidelines are found in many textbooks, they are deceptively complicated to use, because some graphs that have the “many to one” situation aren’t necessarily going to be functions; There may be...
Not a function: “one to many“. In other words, let’s say you had one x-value that maps to many y-values. For example, — in coordinate notation — (2,1) and (2,10). If the first number (the x-value) repeats, then you do not have a function. To put that another way, ...
With the ternary scale, the user has the habit to put the cursor in the middle. In addition, some questions could lead to different interpretations (e.g., what is considered as many or few mechanical connections?). On the other hand, the MCI is not sufficient by itself to evaluate ...