Use graphs and tables to find the limit and identify any vertical asymptotes of
|dw:1430848586158:dw|
@amistre64
see, its a different function altogether than the last one.
yea
a vertical asymptote is defined to be what?
doesnt it apply to like the 0s of a rational function
non removable 0s of the denominator sure
ok
so then would it be 4?
once we factor out ALL of the common factors top to bottom, whats left on the bottom defines our vertasmptote
\[\frac1{x-4}\] it should be simple to see that this has no common factors, and so when x-4 = 0 we have a vertical asymptote yes
but this is not approached using tables and graphs is it?
no
we still have to define a limit :) graph it
hmm i am sorry but i dont really know how to graph this :/
plot points .... is the most basic way to do it
make a table of values ... another basic approach
memorizing parent function .. a more advanced approach
|dw:1430849172673:dw|
Join our real-time social learning platform and learn together with your friends!