Which Of The Following Is Not True
Which of the following statements is incorrect? (Question from Alj)
Which of the following statements is not correct as a rational function of the form f (x) = g (x) / h (x), where g and h have multiple functions?
A) Rational function can have many horizontal asympotes
B) The graph of rational function never crosses the vertical asymptote
C) Rational functions can have more than one vertical shampoo
A) Wrong if it has only one horizontal asyptote
B is real. x1 <x2 s x1 left x2 f (x1) <f (x2) sf (x1) (left element) decreases, then f (x2) (key element) for each pair of objects on the clock. Therefore, increase (become larger or visible).