Find the limit below lim t2 5t 3t 2 t 22t 3 Solutionlim t
Find the limit below.
lim t2
=
| 5(t + 3)(t 2) | 
| (t 2)(2t 3) | 
Solution
lim t --> 2 5 (t+3) (t-2)(t-2)(2t-3)
= lim t--->2 ( t + 3) = 5
lim t-->2 ( t-2) = 0
lim t-->2 ( t -2 ) = 0
lim t-->2 ( 2t - 3) = 1
therefore, we have
5*5*0*0*1 = 0
hence, final value is 0

