Asked by lania
Graph of a piecewised function is f(x)=1, x>0 and f(x)=-1, x<0
What is the lim f(x)=? x-->-3
I did the following:
My f(x)=1, x>0 graph started from the point (0,1) and extended right infinitely. My (x)=-1, x<0 graph extended from the point (0,-1)infinitely toward the left in a straight line. {{{is this wrong so far???}}}
Then I reasoned that since the lines are not coming near each other at all around x-->-3 the limit is undefined.
I know the correct answer is lim f(x)=-1 as x-->-3 but how do I get that???
What is the lim f(x)=? x-->-3
I did the following:
My f(x)=1, x>0 graph started from the point (0,1) and extended right infinitely. My (x)=-1, x<0 graph extended from the point (0,-1)infinitely toward the left in a straight line. {{{is this wrong so far???}}}
Then I reasoned that since the lines are not coming near each other at all around x-->-3 the limit is undefined.
I know the correct answer is lim f(x)=-1 as x-->-3 but how do I get that???
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