lim(9-x) as x->4 = 5
I thought I was supposed to do this:
9-4=5
5=5
But apparently I was supposed to use delta and epsilon?
I'm not sure how to find either of these. I know you find epsilon first but I'm really confused so if anyone knows just HOW to find it, that would be extremely helpful...
Given a function f(x), a point x0, and a positive number E (epsilon), write the limit then find delta>0 such that for all x 0< |x-x0| < delta -> |f(x)-L| < E
f(x) = 3-2x, x0=3, E=.02
Here is my attempt:
Lim (3-2x) as x->3 = -3
-.02 < |3-2x - 3| <.02
-.02 < |-2x| < .02
.01 > x > -.01
-2.99 > x-3...
The website rules say that when people help they are not allowed to include answers? But how am I supposed to check my answers... anyone else have this problem?