Estimating Limits Numerically My Solutions Recall the concept of a limit of a function y = f(x) as : + x as 1-values approach the fixed value xr, we want to know what number (if any) the y-values approach, even if is undefined at X. In this problem you will use MATLAB to estimate lim f(), where =+=+372 -43 +12 by following the steps below 1. Detine the symbolic function f(x) using the definition above 2. Dotivo two vectors: xleft 11.9 1.99 1.999 1.9999) and xright = 12.1 2.01 2.001 2.00011 3. Evaluato fatxleft and right to create the vectors yleft and yright respectively. Use the double function to convert these symbolic vectors to numeric vectors 4. Use the limit function to compute the limit of f(x) at 2 and assign the result to the variable ylin Test your solution and confirm that the results from stop 3 agree wth the limit computed in step 4. If they do, submit your solution for assessment. Script Save Reset DE MATLAB Documentation 1 syns 2 Define tox) f(x) = Define xleft and right xleft xright Compute yleft and yright yleft yright - 10 Use the limit function to compute the limit 11 ylim = Run Script