1) choose the best answer. a(n) ____ is a line that a graph approaches as the value of a variable gets…

1) choose the best answer. a(n) ____ is a line that a graph approaches as the value of a variable gets extremely large or extremely small. exponent coefficient root asymptote 2) choose the best answer. the vertical asymptotes are found from the ____ of the denominator of a rational equation. coefficients roots exponents

1) choose the best answer. a(n) ____ is a line that a graph approaches as the value of a variable gets extremely large or extremely small. exponent coefficient root asymptote 2) choose the best answer. the vertical asymptotes are found from the ____ of the denominator of a rational equation. coefficients roots exponents

Answer

Brief Explanations:

  1. By definition, an asymptote is a line that a graph approaches as the variable's value becomes extremely large or small.
  2. For a rational - function $y = \frac{f(x)}{g(x)}$, vertical asymptotes occur at the values of $x$ for which $g(x)=0$, i.e., the roots of the denominator.

Answer:

  1. D. asymptote
  2. B. roots