Homework SourseI need the work explanation I wont rate well if I cant unde
I need the work / explanation. I won\'t rate well if I can\'t understand how you get the solution
Consider the limit
lim x-->2 ((x^2-3x+2)/(x-2))
Compute the value of the limit with algebra
Find an interval containing a=2 such that the difference between the value of the limit and the value of the function f(x) shown above is less than 0.001 on that interval.
Consider the limit
lim x-->2 ((x^2-3x+2)/(x-2))
Compute the value of the limit with algebra
Find an interval containing a=2 such that the difference between the value of the limit and the value of the function f(x) shown above is less than 0.001 on that interval.
Solution
lim x-->2 ((x^2-3x+2)/(x-2)) => [( x-2)(x-1)] / (x-2) = (x-1) Put x = 2 limit = 2-1 =1
