I am having problems evaluating a limit as x approaches 0 for f(x)=sin(5x)/x. I know L is 5, but my other numbers (x) do not add up to f(x) or approach 5 i should say.
I have x values of -.1, -.01, -.001, .001, .01, and .1
Well, the function to find the limit=1/x
OR,
1/(0/(f(x)) = (sin(5 x))/x)
Are you using degree values or radian values? My choice would be radian values.
