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100
the graph of a reciprocal functions has a _______ asymptote at each zero of the functions
Vertical
100
A statement that one rational expression is less than or greater than another rational expression is a_____
Rational Inequality
100
First step in order to solve an inequality
rearrange inequality so that one side equals to 0
100
original function and reciprocal function are in the ____ quadrants
same
100
the positive results on the table when solving an inequality depict the set of solutions that satisfy the inequality TRUE OR FALSE
True
200
reciprocal function will always have y=0 as a _______ asymptote if the original function is linear or quadratic
Horizontal
200
a reciprocal function will always have y=0 as the horizontal asymptote if original function is linear or quadratic TRUE OR FALSE ?
True
200
Intervals of ______ on the original function are the intervals of increase on the reciprocal function
Decrease
200
What is the proper form of a rational expression in terms of f(x) ?
f(x) = ax + b / cx + d
200
Solving an inequality means.....
determining all possible values that satisfy the inequality
300
Intervals of _____ on the original function are intervals of decrease on the reciprocal function
Increase
300
if there's a common factor in the numerator and denominator, that means there is a _____ in the graph
Hole
300
coordinates (1,2) or original function will transform into _____ of reciprocal function
(1,0.5)
300
In algebraic expressions, the restrictions in the ______ apply to the graph
denominator
300
when the degree of he numerator is greater than the degree of the denominator by ONE that means there is an ______
oblique (slant) asymptote
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