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(Solved): Find the two one-sided limits as x->-3 of the floor function f(x)=|_(_())x_(_())|={(vdots if -5&l ...
Find the two one-sided limits as
x->-3of the floor function
f(x)=|_(_())x_(_())|={(vdots if -5<=x<-4),(-5 if -4<=x<-3),(-4 if -3<=x<-2),(-3 if -3<=x<-1),(-2 if -2<=x<),(-1 if -1<=x<0),(vdots,):}If a limit does not exist, enter
(O)/()as your answer. Provide your answer below: a.
\lim_()f(x)=
\lim_(x->-3^(-))f(x)=?