Consider the function f(x) m=2 and n=3 = 15x+(5n-3m)x-nm x+(n-m)x-nm 1) Define your constant m and...

 

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Consider the function f(x) m=2 and n=3 = 15x²+(5n-3m)x-nm x²+(n-m)x-nm 1) Define your constant m and n. 2) Declare your variable x (as your symbolic variable with matlab). 3) Define the function (as inline function with matlab). 4) Find the following limits by using Matlab_lim_ f(x) x--2.5 5) Find the horizontal asymptote for the function f(x). 6) Find the vertical asymptotes for the function f(x). 7) Find the first derivative f'(x). 8) Find the second derivative f"(x). 9) Find the critical points of the function (using matlab, solve for f(x)=0) 10) Plot the function with its first derivative on one plot. Consider the function f(x) m=2 and n=3 = 15x²+(5n-3m)x-nm x²+(n-m)x-nm 1) Define your constant m and n. 2) Declare your variable x (as your symbolic variable with matlab). 3) Define the function (as inline function with matlab). 4) Find the following limits by using Matlab_lim_ f(x) x--2.5 5) Find the horizontal asymptote for the function f(x). 6) Find the vertical asymptotes for the function f(x). 7) Find the first derivative f'(x). 8) Find the second derivative f"(x). 9) Find the critical points of the function (using matlab, solve for f(x)=0) 10) Plot the function with its first derivative on one plot.

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Sure lets go through each step using MATLAB 1 Constants m and n m 2ann 3 2 Declare symbolic variable ... View the full answer