One-Sided Limits
Properties of Limits
Limits Analytically
100
Lim_(x->5+) (x-5)/(x^2 -25)
1/10
100
7/12
100
Lim_(x->2) (x^2 - x - 2)/(x - 2)
3
200
Lim_(x-> -1+) (x+1)/(X^3 + 1)
1/3
200
Lim_(x->c) f(x) = 4
Lim_(x->c) g(x) = -3
Find:
Lim_(x->c) [2f(x) - 3]^3
125
200
Lim_(x->-2) (x2-2x-8)/(x+2)
-6
400
Lim_(x->c) f(x) = 4
Lim_(x->c) g(x) = -3
Find:
Lim_(x->c) (5f(x) +2g(x))/(g(x) - f(x))
-2
500
Lim_(x->c) f(x) = 4
Lim_(x->c) g(x) = -3
Find:
Lim_(x->c) [7f(x)]2/(1-g(x))
196
2000
Lim_(x->-1-) 1/(x+1)
-|><|
2000
Lim_(x->c) f(x) = 4
Lim_(x->c) g(x) = -3
Find:
Lim_(x->c) [3f(x)*2g(x) ]
-72
2000
Lim_(x->9) [( sqrtx - 3)/(x-9)]
1/6