In Problems 51-66, find each indicated quantity if it exists.
51. Let f(x) = {(1-x^2 if x<=0), (1+x^2 if x>0)}. Find
(A) lim_(x->0^(+)) f(x)
(B) lim_(x->0^(-)) f(x)
(C) lim_(x->0) f(x)
(D) f(0)
52. Let f(x) = {(2+x if x<=0), (2-x if x>0)}. Find
(A) lim_(x->0^(+)) f(x)
(B) lim_(x->0^(-)) f(x)
(C) lim_(x->0) f(x)
(D) f(0)
53. Let f(x) = {(x^2 if x<1), (2x if x>1)}. Find
(A) lim_(x->1^(+)) f(x)
(B) lim_(x->1^(-)) f(x)
(C) lim_(x->1) f(x)
(D) f(1)
54. Let f(x) = {(x+3 if x<-2), (√(x+2) if x>-2)}. Find
(A) lim_(x->-2^(+)) f(x)
(B) lim_(x->-2^(-)) f(x)
(C) lim_(x->-2) f(x)
(D) f(-2)
55. Let f(x) = {((x^2-9)/(x+3) if x<0), ((x^2-9)/(x-3) if x>0)}. Find
(A) lim_(x->-3) f(x)
(B) lim_(x->0) f(x)
(C) lim_(x->3) f(x)
56. Let f(x) = {(x)/(x+3) if x<0), ((x)/(x-3) if x>0)}. Find
(A) lim_(x->-3) f(x)
(B) lim_(x->0) f(x)
(C) lim_(x->3) f(x)