Tell whether each of the following is true or false. If the statement is wrong change the underlined word to make it correct. GIVEN: An intercept is a line (or a curve) that the graph of a function gets close to but does not touch.
FALSE - ASYMPTOTE
10
Tell whether each of the following is true or false. If the statement is wrong change the underlined word to make it correct. GIVEN: If n > d, there is no horizontal asymptote.
TRUE
10
Tell whether each of the following is true or false. If the statement is wrong change the underlined word to make it correct. GIVEN: To determine the vertical asymptote of a rational function, find the zeroes of the numerator.
FALSE - denominator
10
Tell whether each of the following is true or false. If the statement is wrong change the underlined word to make it correct. GIVEN: If n < d, the vertical asymptote is y = 0.
FALSE - HORIZONTAL ASYMPTOTE
10
Complete the statement: ______________ of the graph of a rational function are the points of intersection of its graph and an axis.
INTERCEPTS
10
Complete the statement: ______________ of a function are the values of x which make the function zero. The numbered zeroes are also ______________ of the graph of the function.
ZEROES OF A FUNTION ; X-INTERCEPT
10
Complete the statement: ________________ of the graph of a rational function r(x), if it exists, occurs at the zeros of the numerator that are not zeros of the denominators. To find ____________ equate the function to ___________.
X-INTERCEPT ; X-INTERCEPT ; ZERO
15
Complete the statement: An ______________ is an imaginary line to which a graph gets closer and closer as the x or y increases or decreases its value without limit.
ASYMPTOTE
10
Complete the statement: To determine the _______________ of a rational function, compare the degree of the numerator n and the degree of the denominator d.
HORIZONTAL ASYMPTOTE
10
Complete the statement: If n < d, the horizontal asymptote is ___________.
ZERO (0)
10
Complete the statement: An oblique asymptote is a line that is ______________________.