If f(x) is linear/linear, is the domain and range always "all real numbers" even if there is a vertical asymptote / horzitonal asymptote?
if depends on what function you take
If it is (x-4)/(2x-1) would the domain be (1) All real numbers OR (2) All real numbers except for 0 (which is the vertical asymptote) ?
except for 1/2
Oh yeah the vertical asymptote is 1/2, thank you haha My maths teacher told me if the function was linear/linear the domain was always "all real numbers" Thank you though
\[x \epsilon \left( R - 1/2 \right)\]
This would apply with the range and horizontal asymptotes as well, right?
If there is an horizontal asymptote
same you need to find the domain and range
whether to find there is an except or not :P
Okay thank you:)
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